Némethi András (Algebrai geometria)

2012

1.

Veys W, Némethi A

Generalized monodromy conjecture in dimension two.

GEOMETRY & TOPOLOGY 16:(1) pp. 155-217. (2012)

IF: 1.463**

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 2 Összesen: 2

1Bories Bmanuscripta mathematica 136: 1-23 (2010)
2Bories BArxiv preprint arXiv:1012.5437 &: & (2010)
2.

Szilárd Á, Némethi A (szerk.)

Proceedings of the Deformation Theory Conference.

Budapest, Magyarország, 2008.10.10-2008.10.12.

2012.

Konferenciakiadvány/Tudományos
3.

Szilárd Á, Némethi A

Milnor fiber boundary of a non-isolated surface singularity.

Berlin; Heidelberg: Springer Verlag, 2012.
(Lecture Notes in Mathematics; 2037.)
(ISBN:978-3-642-23646-4)

Könyv/Szakkönyv/Tudományos

Független idéző: 3 Összesen: 3

1Francoise M et alArxiv preprint arXiv:1011.6503 &: & (2010)
2P Popescu-PampuDuke Mathematical Journal 159: 539 (2011)
3Javier Fernandez de Bobadilla et alArxiv preprint arXiv:1106.4956 &: & (2011)
4.

Némethi A

The cohomology of line bundles of splice-quotient singularities.

ADVANCES IN MATHEMATICS 229:(4) pp. 2503-2524. (2012)

IF: 1.372**

Folyóiratcikk/Szakcikk/Tudományos
5.

Fehér L M, Rimányi R, Némethi A

Equivariant classes of matrix matroid varieties.

COMMENTARII MATHEMATICI HELVETICI 87: p. &. (2012)

IF: 1.141**

Folyóiratcikk/Szakcikk/Tudományos

megjelenés alatt

Független idéző: 1 Összesen: 1

1lgorzata Mikosz M et alArxiv preprint arXiv:1005.1283 &: & (2011)
6.

Borodzik M, Némethi A

Hodge-type structures as link invariants.

ANNALES DE L INSTITUT FOURIER 62: p. &. (2012)

IF: 0.742**

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Függő idéző: 1 Összesen: 2

1*Borodzik M et alarXiv:1105.5508v1 &: & (2011)
2Borodzik MarXiv:1101.1870v2 &: & (2011)

2011

7.

Tosun M, Némethi A

Invariants of open books of links of surface singularities.

STUDIA SCIENTIARUM MATHEMATICARUM HUNGARICA 48: pp. 135-144. (2011)

IF: 0.197*

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Függő idéző: 1 Összesen: 2

1*Némethi AGeometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan. &: 99-118 (2008)
2Bhupal M et alArxiv preprint arXiv:0912.4275 &: & (2009)
8.

Neumann W D, Pichon A, Némethi A

Principal analytic link theory in homology sphere links.

CONTEMPORARY MATHEMATICS 538: pp. 377-387. (2011)

Folyóiratcikk/Szakcikk/Tudományos
9.

Némethi A

Yuri Ivanovich Manin.

ACTA MATHEMATICA HUNGARICA 133:(1-2) pp. 1-13. (2011)

Folyóiratcikk/Ismertetés/Tudományos
10.

Némethi A

Yuri Ivanovich Manin.

MAGYAR TUDOMÁNY 172:(7) pp. 839-842. (2011)

Folyóiratcikk/Ismertetés/Tudományos
11.

Némethi A

Two exact sequences for lattice cohomology.

CONTEMPORARY MATHEMATICS 546: pp. 249-269. (2011)

Folyóiratcikk/Szakcikk/Tudományos

Függő idéző: 1 Összesen: 1

1*Némethi AJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 13: 959-974 (2011)
12.

Némethi A

The Seiberg-Witten invariants of negative definite plumbed 3-manifolds.

JOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 13:(4) pp. 959-974. (2011)

IF: 1.353*

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Függő idéző: 1 Összesen: 2

1Gusein-Zade S MRussian Mathematical Surveys 65: 399 (2010)
2*Némethi ACONTEMPORARY MATHEMATICS 546: 249-269 (2010)
13.

Kerner D, Némethi A

The Milnor fibre signature is not semi-continuous.

CONTEMPORARY MATHEMATICS 538: pp. 369-376. (2011)

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Függő idéző: 1 Összesen: 2

1*Borodzik M et alArxiv preprint arXiv:1005.2084 &: & (2010)
2Banyamin M A et alCentral European Journal of Mathematics 10: 1-6 (2011)

2010

14.

G Braun, A Némethi

Surgery formula for Seiberg–Witten invariants of negative definite plumbed 3-manifolds.

JOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 638: pp. 189-208. (2010)

IF: 1.200

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 3 Függő idéző: 4 Összesen: 7

1*Némethi ASingularities I, Contemp. Math 474: 271-297 (2007)
2*Nemethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2008)
3Stevens JMathematische Nachrichten 282: 1195-1215 (2009)
4W D Neumann et alJ EUR MATH SOC 12: 471-503 (2010)
5Okuma TDEMONSTRATIO MATHEMATICA 43: & (2010)
6*Nemethi AJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 13: 959-974 (2011)
7*Némethi ACONTEMPORARY MATHEMATICS 546: 249-269 (2011)
15.

A Némethi, T Okuma

The embedding dimension of weighted homogeneous surface singularities.

JOURNAL OF TOPOLOGY 3:(3) pp. 643-667. (2010)

IF: 0.885

Folyóiratcikk/Szakcikk/Tudományos
16.

A Némethi, P Popescu-Pampu

On the Milnor fibres of cyclic quotient singularities.

PROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 101:(2) pp. 554-588. (2010)

IF: 1.243

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 3 Függő idéző: 4 Összesen: 7

1*Némethi AGeometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan. &: 99-118 (2008)
2*NÉMETHI A& &: & (2008)
3Popescu-Pampu PMémoire de l’Habilitation soutenue en Décembre &: & (2008)
4*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
5Polizzi FGeometriae Dedicata 147: 323-355 (2010)
6*Némethi A et alInternational Mathematics Research Notices 2010: 1041 (2010)
7Gross M et alArxiv preprint arXiv:1106.4977 &: & (2011)
17.

A Némethi, P Popescu-Pampu

On the Milnor fibers of sandwiched singularities.

INTERNATIONAL MATHEMATICS RESEARCH NOTICES 6: pp. 1041-1061. (2010)

IF: 0.631

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 4 Függő idéző: 1 Összesen: 5

1Gay D T et alArxiv preprint arXiv:0708.1417 &: & (2007)
2*Némethi AGeometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan. 546: 99-118 (2008)
3Gay D T et alArxiv preprint arXiv:0908.3774 &: & (2009)
4POPESCU-PAMPU PUniv. Lille1 &: & (2010)
5Itenberg I et alPerspectives in Analysis, Geometry, and Topology: On the Occasion of the 60th Birthday of Oleg Viro, Birkhauser, 2012.
18.

A Némethi, W Veys

Monodromy eigenvalues are induced by poles of zeta functions: the irreducible curve case.

BULLETIN OF THE LONDON MATHEMATICAL SOCIETY 42:(2) pp. 312-322. (2010)

IF: 0.630

Folyóiratcikk/Szakcikk/Tudományos

Függő idéző: 1 Összesen: 1

1*Némethi A et alArxiv preprint arXiv:1112.1230 &: & (2011)

2009

19.

van Straten D, Vassiliev V A, Némethi A (szerk.)

Singularities.: Abstracts from the workshop held September 20-26 2009.

Oberwolfach, Németország, 2009.09.20-2009.09.26.

2009.

Konferenciakiadvány/Tudományos
20.

Némethi A, Okuma T

On the Casson invariant conjecture of Neumann-Wahl.

JOURNAL OF ALGEBRAIC GEOMETRY 18:(1) pp. 135-149. (2009)

IF: 1.543

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 9 Függő idéző: 4 Összesen: 13

1Neumann W DTrends in singularities, Birkhauser &: & (2002)
2Braun GArxiv preprint arXiv:0812.4403 &: & (2008)
3Okuma TTrans. Amer. Math. Soc 360: 6643-6659 (2008)
4*Némethi A et alJournal of the London Mathematical Society 78: 143-154 (2008)
5Stevens JMATHEMATISCHE NACHRICHTEN 282: 1195-1215 (2009)
6Okuma TJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 62: 1-11 (2010)
7Sell EAMICHIGAN MATHEMATICAL JOURNAL 59: 85-118 (2010)
8*Braun G et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 638: 189-208 (2010)
9Neumann WD et alJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 12: 471-503 (2010)
10Okuma TDEMONSTRATIO MATHEMATICA 43: & (2010)
11Sell EAMATHEMATISCHE NACHRICHTEN 284: 1286-1303 (2011)
12*Nemethi AJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 13: 959-974 (2011)
13*Nemethi ACONTEMPORARY MATHEMATICS 546: 249-269 (2011)
21.

Némethi A

On the canonical contact structures of links of complex surface singularities.

In: Ashikaga T, Konno K, Tomaru T, Usui S (szerk.)
Geometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan. Kusatsu, Japán, 2008

pp. 99-118.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

2008

22.

Némethi A, Okuma T

The Seiberg-Witten invariant conjecture for splice-quotients.

JOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 78:(1) pp. 143-154. (2008)

IF: 0.809

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 6 Függő idéző: 4 Összesen: 10

1Neumann W DTrends in singularities, Birkhauser &: & (2002)
2*Némethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2008)
3*Némethi AGeometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan &: 99-118 (2008)
4*NÉMETHI A& &: & (2008)
5Okuma TJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 62: 1-11 (2010)
6*Braun G et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 638: 189-208 (2010)
7Neumann WD et alJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 12: 471-503 (2010)
8Okuma TDEMONSTRATIO MATHEMATICA 43: & (2010)
9Okuma TArxiv preprint arXiv:1002.2048 &: & (2010)
10Sell E AInternational Journal of Mathematics &: & (2012)
23.

Némethi A

Poincare series associated with surface singularities.

In: Brasselet JP, CisnerosMolina JL, Massey D, Seade J, Teissier B (szerk.)
Singularities I. Algebraic and Analytic Aspects. (Contemporary Mathematics, 474). Mexikó, 2007.01.08-2007.01.26.

Providence: American Mathematical Society, pp. 271-297.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Független idéző: 4 Függő idéző: 2 Összesen: 6

1Perez PDG et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 79: 780-802 (2009)
2Sahin MCOMPTES RENDUS MATHEMATIQUE 348: 1311-1314 (2010)
3Gusein-Zade SMRUSSIAN MATHEMATICAL SURVEYS 65: 399-432 (2010)
4Gusein-Zade SM et alFUNCTIONAL ANALYSIS AND ITS APPLICATIONS 45: 271-277 (2011)
5*Nemethi AJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 13: 959-974 (2011)
6*Nemethi ACONTEMPORARY MATHEMATICS 546: 249-269 (2011)
24.

Némethi A

Lattice cohomology of normal surface singularities.

PUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44:(2) pp. 507-543. (2008)

IF: 0.517

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 3 Függő idéző: 3 Összesen: 6

1Greene JArxiv preprint arXiv:0805.1381 &: & (2008)
2*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
3Sahin MCOMPTES RENDUS MATHEMATIQUE 348: 1311-1314 (2010)
4Greene JMATHEMATICAL RESEARCH LETTERS 17: 39-49 (2010)
5*Nemethi AJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 13: 959-974 (2011)
6*Nemethi ACONTEMPORARY MATHEMATICS 546: 249-269 (2011)
25.

Fehér LM, Némethi A, Rimányi R

The degree of the discriminant of irreducible representations.

JOURNAL OF ALGEBRAIC GEOMETRY 17:(4) pp. 751-780. (2008)

IF: 1.115

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Összesen: 1

1Feher LM et alCENTRAL EUROPEAN JOURNAL OF MATHEMATICS 7: 429-441 (2009)

2007

26.

Némethi A

Graded roots and singularities.

In: Brasselet JP, Damon J, Dung Tráng L, Oka M (szerk.)
Singularities in geometry and topology. Proceedings of the Singularity Summer School and Workshop, 2005.

Hackensack: World Scientific, 2007. pp. 394-463.

Könyvfejezet/(i) Könyv besorolásával/Tudományos

Független idéző: 1 Függő idéző: 7 Összesen: 8

1*Némethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2008)
2*Nemethi ASINGULARITIES I: ALGEBRAIC AND ANALYTIC ASPECTS 474: 271-297 (2008)
3*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 78: 143-154 (2008)
4Fink EArxiv preprint arXiv:0910.2010 &: & (2009)
5*Némethi A et alJournal of Topology 3: 643-667 (2010)
6*Borodzik M et alArxiv preprint arXiv:1105.5508 &: & (2011)
7*Nemethi AJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 13: 959-974 (2011)
8*Nemethi ACONTEMPORARY MATHEMATICS 546: 249-269 (2011)
27.

Fernández de Bobadilla J, Némethi A, Luengo I, Melle-Hernández A

On rational cuspidal plane curves, open surfaces and local singularities.

In: Chéniot D, Dutertre N, Murolo C, Pichon A, Trotman D (szerk.)
Singularity theory. Dedicated to Jean-Paul Brasselet on His 60th Birthday. Proceedings of the 2005 Marseille Singularity School and Conference.

Hackensack: World Scientific, 2007. pp. 411-442.

Könyvfejezet/(i) Könyv besorolásával/Tudományos

Független idéző: 3 Függő idéző: 2 Összesen: 5

1*Fernández de Bobadilla J et alReal and complex singularities &: 31-45 (2007)
2*Nemethi ASINGULARITIES I: ALGEBRAIC AND ANALYTIC ASPECTS 474: 271-297 (2008)
3Moe T KUnivesity of Oslo &: & (2008)
4Mella M et alMathematische Zeitschrift &: 1-21 (2009)
5Palka KAffine Algebraic Geometry: The Russell Festschrift &: & (2010)
28.

Fernández de Bobadilla J, Némethi A, Luengo-Valesco I, Melle-Hernández A

Classification of rational unicuspidal projective curves whose singularities have one Puiseux pair.

In: Brasselet JP, Soares Ruas MA (szerk.)
Real and Complex Singularities. Proceedings of the 8th Sao Carlos Workshop, Marseille, 2004 (Trends in Mathematics).

Basel: Birkhauser, 2007. pp. 31-45.

Könyvfejezet/(i) Könyv besorolásával/Tudományos

Függő idéző: 4 Összesen: 4

1*Némethi ASingularities in geometry and topology &: 394-463 (2005)
2*De Bobadilla J F et alProceedings of the London Mathematical Society 92: 99-138 (2006)
3*de Bobadilla J F et alSingularity theory &: 411 (2007)
4*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
29.

Braun G, Némethi A

Invariants of Newton non-degenerate surface singularities.

COMPOSITIO MATHEMATICA 143:(4) pp. 1003-1036. (2007)

IF: 0.882

Folyóiratcikk/Szakcikk/Tudományos

Függő idéző: 1 Összesen: 1

1*Kerner D et alArxiv preprint arXiv:0907.5252 &: & (2009)

2006

30.

Horváth A, Némethi A

On the Milnor fiber of non-isolated singularities.

STUDIA SCIENTIARUM MATHEMATICARUM HUNGARICA 43:(1) pp. 131-136. (2006)

IF: 0.175

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 3 Összesen: 3

1Houston KHandbook of Global Analysis 1213: 493-532 (2006)
2Houston KArxiv preprint arXiv:0807.0574 &: & (2008)
3Neto A MArxiv preprint arXiv:1202.0985 &: & (2012)
31.

Fernández de Bobadilla J, Luengo-Valesco I, Némethi A, Melle-Hernández A

On rational cuspidal projective plane curves.

PROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 92:(1) pp. 99-138. (2006)

IF: 0.902

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 4 Függő idéző: 7 Összesen: 11

1*Némethi ASingularities in geometry and topology &: 394-463 (2005)
2*Luengo-Velasco I et alJournal of Algebraic Geometry 14: 543-566 (2005)
3Zaidenberg MArxiv preprint math/0501457 &: & (2005)
4Luengo E A B I et alSingularities and computer algebra 324: 13 (2006)
5*Fernández de Bobadilla J et alReal and complex singularities &: 31-45 (2007)
6*Nemethi ASINGULARITIES IN GEOMETRY AND TOPOLOGY, 2005 &: 394-463 (2007)
7*de Bobadilla J F et alSingularity theory &: 411 (2007)
8Piontkowski JEXPERIMENTAL MATHEMATICS 16: 251-255 (2007)
9*Némethi ASingularities I, Contemp. Math 474: 271-297 (2007)
10*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
11Melle-Hernández A et al& &: & (2010)
32.

Fehér LM, Némethi A, Rimányi R

Coincident root loci of binary forms.

MICHIGAN MATHEMATICAL JOURNAL 54:(2) pp. 375-392. (2006)

IF: 0.440

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 4 Függő idéző: 1 Összesen: 5

1Kazarian Mpreprint &: & (2006)
2Abdesselam A et alADVANCES IN MATHEMATICS 208: 491-520 (2007)
3*Fehér LM et alJOURNAL OF ALGEBRAIC GEOMETRY 17: 751-780 (2008)
4Fehér LM et alArxiv preprint arXiv:0809.2925 &: & (2008)
5Marangell R et alAMERICAN JOURNAL OF MATHEMATICS 132: 867-896 (2010)
33.

Caubel C, Némethi A, Popescu-Pampu P

Milnor open books and Milnor fillable contact 3-manifolds.

TOPOLOGY 45:(3) pp. 673-689. (2006)

IF: 0.826

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 27 Függő idéző: 6 Összesen: 33

1Zehmisch KArxiv preprint math/0405203 &: & (2004)
2Popescu-Pampu PSingularities in geometry and topology 2004 46: 119-195 (2004)
3Plenat C et alBULLETIN DE LA SOCIETE MATHEMATIQUE DE FRANCE 134: 383-394 (2006)
4Neumann W D et alIntelligence of Low Dimensional Topology 2006: Hiroshima, Japan &: & (2006)
5Etgu T et alINTERNATIONAL JOURNAL OF MATHEMATICS 17: 1013-1031 (2006)
6Seade JReal and complex singularities: Ninth International Workshop on Real and Complex Singularities, July 23-28, 2006, ICMC-USP, São Carlos, S.P. Brazil &: & (2006)
7Öztürk F et alPERIODICA MATHEMATICA HUNGARICA 54: 85-97 (2007)
8Seade JOn the Geometry and Topology of Singularities &: & (2007)
9Tibăr M MPolynomials and vanishing cycles, Cambridge Univ Press, 2007.
10Colin VASTERISQUE 317: 91-118 (2008)
11Altmok S et alSingularities: Geometric and topological aspects 2: 1 (2008)
12*Némethi AGeometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan &: 99-118 (2008)
13Popescu-Pampu PContemporary Mathematics 475: 169-188 (2008)
14*NÉMETHI A& &: & (2008)
15Colin VASTERISQUE &: 91-117 (2008)
16Ozbagci BACTA MATHEMATICA HUNGARICA 120: 193-208 (2008)
17Popescu-Pampu PMémoire de l’Habilitation soutenue en Décembre &: & (2008)
18Suárez-Serrato P et alArxiv preprint arXiv:0909.3549 &: & (2009)
19Bhupal M et alArxiv preprint arXiv:0912.4275 &: & (2009)
20Ishikawa MOn the contact structure of a class of real analytic germs of the form f(g)over-bar, 2009.
21Lisca P et alDUKE MATHEMATICAL JOURNAL 148: 175-209 (2009)
22Bhupal MINTERNATIONAL JOURNAL OF MATHEMATICS 20: 1527-1545 (2009)
23Mori AArxiv preprint arXiv:0906.3237 &: & (2009)
24Gay DT et alALGEBRAIC AND GEOMETRIC TOPOLOGY 9: 2203-2223 (2009)
25*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
26Lekili Y et alMATHEMATICAL RESEARCH LETTERS 17: 1055-1063 (2010)
27*Némethi A et alInternational Mathematics Research Notices 2010: 1041 (2010)
28*Nemethi A et alPROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 101: 554-588 (2010)
29GULLARI E MMIDDLE EAST TECHNICAL UNIVERSITY &: & (2010)
30TORRES D M& &: & (2010)
31POPESCU-PAMPU PUniv. Lille1 &: & (2010)
32*Nemethi A et alSTUDIA SCIENTIARUM MATHEMATICARUM HUNGARICA 48: 135-144 (2011)
33Bhupal M et alAMERICAN JOURNAL OF MATHEMATICS 133: 1259-1297 (2011)
34.

Braun G, Némethi A

Invariants of Newton non-degenerate surface singularities.

OBERWOLFACH REPORTS 3:(3) pp. 2509-2511. (2006)

Folyóiratcikk/Szakcikk/Tudományos

Függő idéző: 1 Összesen: 1

1*Kerner D et alArxiv preprint arXiv:0907.5252 &: & (2009)

2005

35.

Némethi A, Nicolaescu LI

Seiberg-Witten invariants and surface singularities: splicings and cyclic covers.

SELECTA MATHEMATICA-NEW SERIES 11:(3-4) pp. 399-451. (2005)

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 4 Függő idéző: 12 Összesen: 16

1*Nemethi AArxiv preprint math/0310084 &: & (2003)
2Mendris RTHE LINK OF SUSPENSION SINGULARITIES AND ZARISKI’S CONJECTURE., 2003.
3Neumann W D et alGeom. Topol 9: 757-811 (2005)
4*Némethi ASingularities in geometry and topology &: 394-463 (2005)
5*Luengo-Velasco I et alJournal of Algebraic Geometry 14: 543-566 (2005)
6*Fernández de Bobadilla J et alPROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 92: 99-138 (2006)
7Melle-Hernández AOn rational cuspidal plane curves, open surfaces and local singularities In: Oberwolfach Reports, 3/3, European Mathematical Society, 2006.
8*Nemethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2007)
9*de Bobadilla J F et alSingularity theory &: 411 (2007)
10Kollar JPURE AND APPLIED MATHEMATICS QUARTERLY 4: 203-236 (2008)
11*Némethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2008)
12*Némethi AGeometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan &: 99-118 (2008)
13*NÉMETHI A& &: & (2008)
14*Nemethi APoincare series associated with surface singularities In: SINGULARITIES I: ALGEBRAIC AND ANALYTIC ASPECTS, 2008.
15*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 78: 143-154 (2008)
16*Braun G et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 638: 189-208 (2010)
36.

Némethi A

On the Ozsváth-Szabó invariant of negative definite plumbed 3-manifolds.

GEOMETRY & TOPOLOGY 9: pp. 991-1042. (2005)

IF: 1.275

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 35 Függő idéző: 16 Összesen: 51

1Rustamov RArxiv preprint math/0312071 &: & (2003)
2Nemethi AArxiv preprint math/0310084 &: & (2003)
3Ozsváth P et alArxiv preprint math/0403029 &: & (2004)
4Durusoy SArxiv preprint math/0405524 &: & (2004)
5Ozsváth P et alGeom. Topol 8: 311-334 (2004)
6*Némethi AContemporary Mathematics 354: 161-208 (2004)
7Rustamov RArxiv preprint math/0405118 &: & (2004)
8Lisca P et alGeom. Topol 8: 925-945 (2004)
9Lisca P et alArxiv preprint math/0404136 &: & (2004)
10Rustamov RArxiv preprint math/0409294 &: & (2004)
11Ozbagci B et alSurgery on contact 3-manifolds and Stein surfaces, Springer Verlag, 2004.
12*Némethi ASingularities in geometry and topology &: 394-463 (2005)
13*Luengo-Velasco I et alJournal of Algebraic Geometry 14: 543-566 (2005)
14Rustamov RArxiv preprint math/0505349 &: & (2005)
15*Nemethi A et alSELECTA MATHEMATICA-NEW SERIES 11: 399-451 (2005)
16*Fernández de Bobadilla J et alPROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 92: 99-138 (2006)
17Ozsváth P et alFloer homology, gauge theory, and low-dimensional topology 5: 3-27 (2006)
18Stipsicz A IFloer homology, gauge theory, and low-dimensional topology &: 143-170 (2006)
19NICOLAESCU L IAnalysis, geometry and topology of elliptic operators &: 63 (2006)
20*de Bobadilla J F et alArxiv preprint math/0604421 &: & (2006)
21Lisca P et alJOURNAL OF DIFFERENTIAL GEOMETRY 75: 109-141 (2007)
22Ghiggini P et alAMERICAN JOURNAL OF MATHEMATICS 129: 1403-1447 (2007)
23Gay DT et alINTERNATIONAL MATHEMATICS RESEARCH NOTICES 2007: rnm084-rnm084 (2007)
24*de Bobadilla J F et alSingularity theory &: 411 (2007)
25Lisca P et alArxiv preprint arxiv:0709.0737 &: & (2007)
26Stipsicz A IArxiv preprint arXiv:0711.1850 &: & (2007)
27Lisca P et alJOURNAL OF SYMPLECTIC GEOMETRY 5: 357-384 (2007)
28Gorsky EArxiv preprint arXiv:0807.0491 &: & (2008)
29Jabuka SArxiv preprint arXiv:0809.1088 &: & (2008)
30Baldwin JAJOURNAL OF TOPOLOGY 1: 963-992 (2008)
31*Némethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2008)
32Szabó ZNégydimenziós sokaságok és szimplektikus geometria, 2008.
33Stipsicz AIPROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY 136: 3815-3823 (2008)
34Stipsicz AI et alJOURNAL OF TOPOLOGY 1: 477-517 (2008)
35*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 78: 143-154 (2008)
36*Némethi A et alJournal of the London Mathematical Society 78: 143-154 (2008)
37Mark TEMICHIGAN MATHEMATICAL JOURNAL 56: 265-281 (2008)
38Bhupal M et alArxiv preprint arXiv:0912.4275 &: & (2009)
39Peters TarXiv:0903.4495v1 &: & (2009)
40Tange MOzsváth Szabó's correction term and lens surgery In: Mathematical Proceedings of the Cambridge Philosophical Society, Cambridge Univ Press, 2009.
41UE MBanach Center Publ 85: 121-139 (2009)
42Lekili Y et alMATHEMATICAL RESEARCH LETTERS 17: 1055-1063 (2010)
43Lekili Y et alArxiv preprint arXiv:1005.2385 &: & (2010)
44*Braun G et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 638: 189-208 (2010)
45*Nemethi A et alJOURNAL OF TOPOLOGY 3: 643-667 (2010)
46*Némethi AArxiv preprint arXiv:1003.1254 &: & (2010)
47Jabuka S et alArxiv preprint arXiv:1105.4397 &: & (2011)
48*Borodzik M et alArxiv preprint arXiv:1105.5508 &: & (2011)
49Ozsvath PS et alALGEBRAIC AND GEOMETRIC TOPOLOGY 11: 1-68 (2011)
50*Nemethi AJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 13: 959-974 (2011)
51*Némethi ACONTEMPORARY MATHEMATICS 546: 249-269 (2011)
37.

Némethi A

On the Heegard Floer homology of S{sp 3}{-d}(K) and unicuspidal rational plane curves.

In: Boden HU, Hambleton I, Nicas AJ, Park BD (szerk.)
Geometry and Topology of Manifolds, (Fields Institute Communications), 47. Ontario, Kanada, 2004.05.14-2004.05.18.

Toronto: American Mathematical Society, pp. 219-234.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Függő idéző: 2 Összesen: 2

1*De Bobadilla JF et alOn rational cuspidal plane curves, open surfaces and local singularities, 2007.
2*Braun G et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 638: 189-208 (2010)
38.

Mendris R, Némethi A

The link of {f(x,y + zsp n=0} and Zariski's conjecture.

COMPOSITIO MATHEMATICA 141:(2) pp. 502-524. (2005)

IF: 0.758

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 2 Függő idéző: 3 Összesen: 5

1*Nemethi A et alSELECTA MATHEMATICA-NEW SERIES 11: 399-451 (2005)
2*Némethi AInvariants of Newton non-degenerate surface singularities In: Oberwolfach Reports 3/3, European Mathematical Society, 2006.
3*Braun G et alCOMPOSITIO MATHEMATICA 143: 1003-1036 (2007)
4Sell EAMICHIGAN MATHEMATICAL JOURNAL 59: 85-118 (2010)
5Sell EAMATHEMATISCHE NACHRICHTEN 284: 1286-1303 (2011)
39.

McNeal JD, Némethi A

The order of contact of a holomorphic ideal in Bbb C sp 2.

MATHEMATISCHE ZEITSCHRIFT 250:(4) pp. 873-883. (2005)

IF: 0.667

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 8 Összesen: 8

1Bavia-Ausina CMATHEMATISCHE ZEITSCHRIFT 257: 745-767 (2007)
2Jalabert M L et alArxiv preprint arXiv:0803.2369 &: & (2008)
3Heier GCOMMUNICATIONS IN ALGEBRA 36: 2947-2957 (2008)
4Bivia-Ausina CMATHEMATISCHE ZEITSCHRIFT 262: 389-409 (2009)
5Fornaess JE et alMATHEMATISCHE ANNALEN 347: 979-991 (2010)
6Lenarcik AArxiv preprint arXiv:1112.5578 &: & (2011)
7Ploski AArxiv preprint arXiv:1102.4730 &: & (2011)
8Cassou-Noguès P et alArxiv preprint arXiv:1201.0467 &: & (2012)
40.

Luengo-Velasco I, Melle-Hernández A, Némethi A

Links and analytic invariants of superisolated singularities.

JOURNAL OF ALGEBRAIC GEOMETRY 14:(3) pp. 543-565. (2005)

IF: 0.661

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 17 Függő idéző: 19 Összesen: 36

1*Némethi AArxiv preprint math/0310083 &: & (2003)
2Neumann W D et alGeom. Topol 9: 699-755 (2005)
3Neumann W D et alGeom. Topol 9: 757-811 (2005)
4*Némethi ASingularities in geometry and topology &: 394-463 (2005)
5*Nemethi A et alSELECTA MATHEMATICA-NEW SERIES 11: 399-451 (2005)
6Artal Bartolo E et alPre-publicaciones del Seminario Matemático" García de Galdeano" &: 1 (2005)
7*Fernández de Bobadilla J et alPROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 92: 99-138 (2006)
8*Némethi AInvariants of Newton non-degenerate surface singularities In: Oberwolfach Reports 3/3, European Mathematical Society, 2006.
9*de Bobadilla J F et alArxiv preprint math/0604421 &: & (2006)
10*Melle-Hernández AOn rational cuspidal plane curves, open surfaces and local singularities In: Oberwolfach Reports 3/3, European Mathematical Society, 2006.
11*Némethi A et alSelecta Mathematica, New series 11: 399-451 (2006)
12Luengo E A B I et alSingularities and computer algebra 324: 13 (2006)
13Wahl JLONDON MATHEMATICAL SOCIETY LECTURE NOTE SERIES 324: 351 (2006)
14*Braun G et alCOMPOSITIO MATHEMATICA 143: 1003-1036 (2007)
15*Nemethi AArxiv preprint arXiv:0709.0841 &: & (2007)
16*de Bobadilla J F et alSingularity theory &: 411 (2007)
17Sell E AArxiv preprint arXiv:0708.3174 &: & (2007)
18*Némethi ASingularities I, Contemp. Math 474: 271-297 (2007)
19*Braun G et alArxiv preprint arXiv:0704.3145 &: & (2007)
20Gorsky EArxiv preprint arXiv:0807.0491 &: & (2008)
21*Némethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2008)
22Neumann W D et alArxiv preprint arXiv:0804.4644 &: & (2008)
23Okuma TTRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 360: 6643-6659 (2008)
24*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 78: 143-154 (2008)
25*Némethi A et alJournal of the London Mathematical Society 78: 143-154 (2008)
26Lamberson PJTRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 361: 4653-4681 (2009)
27Stevens JMATHEMATISCHE NACHRICHTEN 282: 1195-1215 (2009)
28Sell EAMICHIGAN MATHEMATICAL JOURNAL 59: 85-118 (2010)
29*Braun G et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 638: 189-208 (2010)
30*Nemethi A et alJOURNAL OF TOPOLOGY 3: 643-667 (2010)
31Neumann WD et alJOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY 12: 471-503 (2010)
32Okuma TDEMONSTRATIO MATHEMATICA 43: & (2010)
33*Némethi A et alArxiv preprint arXiv:1112.1230 &: & (2011)
34Sell EAMATHEMATISCHE NACHRICHTEN 284: 1286-1303 (2011)
35Birbrair L et alArxiv preprint arXiv:1105.3327 &: & (2011)
36Sell E AInternational Journal of Mathematics 23: & (2012)
41.

Fehér LM, Némethi A, Rimányi R

Degeneracy of 2-forms and 3-forms.

CANADIAN MATHEMATICAL BULLETIN-BULLETIN CANADIEN DE MATHEMATIQUES 48:(4) pp. 547-560. (2005)

IF: 0.316

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 2 Függő idéző: 2 Összesen: 4

1Fehér L et alArxiv preprint math/0009085 &: & (2000)
2Fehér L M et alCalculation of Thorn polynomials and other cohomological obstructions for group actions In: Real and complex singularities: proceedings of the Seventh International Workshop on Real and Complex Singluarlities, July 29-August 2, 2002, ICMC-USP, São Carlos, Brazil, Amer Mathematical Society, 2004.
3*Fehér LM et alMICHIGAN MATHEMATICAL JOURNAL 54: 375-392 (2006)
4*Fehér LM et alFUNDAMENTA MATHEMATICAE 191: 249-264 (2006)

2004

42.

Némethi A, Nicolaescu LI

Seiberg-Witten invariants and surface singularities II: singularities with good $Bbb Csp *$-action.

JOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 69:(3) pp. 593-607. (2004)

IF: 0.663

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 7 Függő idéző: 20 Összesen: 27

1*Nemethi AArxiv preprint math/0310084 &: & (2003)
2*Némethi AArxiv preprint math/0310083 &: & (2003)
3Mendris RTHE LINK OF SUSPENSION SINGULARITIES AND ZARISKI’S CONJECTURE., 2003.
4Veys WArxiv preprint math/0401374 &: & (2004)
5*Mendris R et alCOMPOSITIO MATHEMATICA 141: 502-524 (2005)
6*Luengo-Velasco I et alJOURNAL OF ALGEBRAIC GEOMETRY 14: 543-565 (2005)
7Neumann WD et alGEOMETRY & TOPOLOGY 9: 757-811 (2005)
8*Némethi ASingularities in geometry and topology &: 394-463 (2005)
9Ebeling WArxiv preprint math/0507171 &: & (2005)
10*Nemethi AOn the Heegaard Floer homology of S--d(3)(K) and unicuspidal rational plane curves, 2005.
11*Nemethi AGEOMETRY & TOPOLOGY 9: 991-1042 (2005)
12*Fernández de Bobadilla J et alPROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 92: 99-138 (2006)
13NICOLAESCU L IAnalysis, geometry and topology of elliptic operators &: 63 (2006)
14*de Bobadilla J F et alArxiv preprint math/0604421 &: & (2006)
15Seade JOn the topology of isolated singularities in analytic spaces, Springer, 2006.
16*Némethi A et alSelecta Mathematica, New series 11: 399-451 (2006)
17*Nemethi AArxiv preprint arXiv:0709.0841 &: & (2007)
18*de Bobadilla J F et alSingularity theory &: 411 (2007)
19Kollar JPURE AND APPLIED MATHEMATICS QUARTERLY 4: 203-236 (2008)
20*Némethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2008)
21*Némethi AGeometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan &: 99-118 (2008)
22*NÉMETHI A& &: & (2008)
23*Nemethi APoincare series associated with surface singularities In: SINGULARITIES I: ALGEBRAIC AND ANALYTIC ASPECTS, 2008.
24*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 78: 143-154 (2008)
25*Braun G et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 638: 189-208 (2010)
26*Nemethi A et alJOURNAL OF TOPOLOGY 3: 643-667 (2010)
27*Nemethi ATwo exact sequences for lattice cohomology In: NONCOMMUTATIVE GEOMETRY AND GLOBAL ANALYSIS, 2011.
43.

Némethi A

Invariants of normal surface singularities.

In: Gaffney T, Soares Ruas MA (szerk.)
Conference on Real and Complex Singularities, San Carlos, Brazil, 2002. (Contemporary Mathematics 354). Brazília, 2002

Providence: American Mathematical Society, pp. 161-208.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Független idéző: 3 Függő idéző: 8 Összesen: 11

1Popescu-Pampu PSingularities in geometry and topology 2004 46: 119-195 (2004)
2*Luengo-Velasco I et alJOURNAL OF ALGEBRAIC GEOMETRY 14: 543-565 (2005)
3*Némethi ASingularities in geometry and topology &: 394-463 (2005)
4*Némethi AGeometry and topology of manifolds 47: 219 (2005)
5*Némethi AInvariants of Newton non-degenerate surface singularities In: Oberwolfach Reports 3/3, European Mathematical Society, 2006.
6*Némethi A et alSelecta Mathematica, New series 11: 399-451 (2006)
7*Braun G et alCOMPOSITIO MATHEMATICA 143: 1003-1036 (2007)
8*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 78: 143-154 (2008)
9Popescu-Pampu PMémoire de l’Habilitation soutenue en Décembre &: & (2008)
10*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
11Lamberson PJTrans. Amer. Math. Soc 361: 4653-4681 (2009)
44.

McEwan LJ, Némethi A

The zeta function of a quasi-ordinary singularity.

COMPOSITIO MATHEMATICA 140:(3) pp. 667-682. (2004)

IF: 0.906

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 4 Függő idéző: 2 Összesen: 6

1*McEwan LJ et alContemporary Mathematics 324: 185-194 (2003)
2*Pérez P D G et alContemporary Mathematics 324: 109-122 (2003)
3García Barroso ER et alCOMPOSITIO MATHEMATICA 141: 461-486 (2005)
4Bartolo EA et alMEMOIRS OF THE AMERICAN MATHEMATICAL SOCIETY 178: III-+ (2005)
5Perez PDG et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 79: 780-802 (2009)
6Pablos HC et alMATHEMATICAL PROCEEDINGS OF THE CAMBRIDGE PHILOSOPHICAL SOCIETY 149: 49-74 (2010)
45.

Dimca A, Némethi A

Hypersurface complements, Alexander modules and monodromy.

In: Gaffney T, Soares Ruas MA (szerk.)
Conference on Real and Complex Singularities, San Carlos, Brazil, 2002. (Contemporary Mathematics 354). Brazília, 2002

Providence: American Mathematical Society, pp. 19-43.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Független idéző: 16 Függő idéző: 2 Összesen: 18

1Dimca ACommutative Algebra, Singularities and Computer Algebra (Sinaia 2002), Kluwer, NATO Science Series 115: 113-126 (2003)
2Cohen D C et alNonresonance conditions for arrangements (Conditions de non-résonance pour les arrangements) In: Annales de l'institut Fourier, 2003.
3Cohen D C et alAlgebraic & Geometric Topology 3: 511-535 (2003)
4Dimca AArxiv preprint math/0411329 &: & (2004)
5Dimca A et alEquivariant chain complexes, twisted homology and relative minimality of arrangements In: Annales scientifiques de l'Ecole normale supérieure, Elsevier, 2004.
6Maxim LArxiv preprint math/0409412 &: & (2004)
7Libgober AContemporary Mathematics 354: 145-160 (2004)
8Maxim L GAlexander invariants of hypersurface complements, 2005.
9Choudary ADR et alAlgebraic & Geometric Topology 5: 691-711 (2005)
10Maxim LCOMMENTARII MATHEMATICI HELVETICI 81: 123-155 (2006)
11*Dimca A et alTOHOKU MATHEMATICAL JOURNAL 58: 549-564 (2006)
12Cohen DC et alADVANCES IN MATHEMATICS 206: 538-566 (2006)
13Dimca AAlgebraic Geometry and Geometric Modeling &: 87-101 (2006)
14*Dimca A et alTRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 359: 3505-3528 (2007)
15Libgober AArxiv preprint math.AG/0510049 &: 71-138 (2007)
16Cohen D et alComplex arrangements: algebra, geometry, topology, 2009.
17Macinic A D et alTopology and its Applications 156: 761-774 (2009)
18Altintaş A et alArrangements, Local Systems and Singularities &: 283-319 (2010)

2003

46.

McEwan LJ, Némethi A

Some conjectures about quasi-ordinary-singularities.

In: Grant Melles C, Brasselet JP, Kennedy G, Lauter K, McEwan L (szerk.)
Topics in Algebraic and Noncommutative Geometry. Proceedings in Memory of Ruth Michler 2001 Luminy/Annapolis, (Contemporary Mathematics, 324). Amerikai Egyesült Államok, 2001

Providence: American Mathematical Society, pp. 185-193.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Független idéző: 4 Összesen: 4

1Barroso E R G et alCompositio Mathematica 141: 461-486 (2005)
2Luengo I et alLê’s conjecture for cyclic covers, 2005.
3Pérez P D G et alJournal of the London Mathematical Society 79: 780-802 (2009)
4PABLOS C et alGeometric motivic Poincaré series of quasi-ordinary singularities In: Mathematical Proceedings of the Cambridge Philosophical Society, Cambridge Univ Press, 2010.
47.

González Pérez PD, McEwan LJ, Némethi A

The zeta-function of a quasi-ordinary singularity, II.

In: Grant Melles C, Brasselet JP, Kennedy G, Lauter K, McEwan L (szerk.)
Topics in Algebraic and Noncommutative Geometry. Proceedings in Memory of Ruth Michler 2001 Luminy/Annapolis, (Contemporary Mathematics, 324). Amerikai Egyesült Államok, 2001

Providence: American Mathematical Society, pp. 109-122.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Független idéző: 7 Függő idéző: 1 Összesen: 8

1Cassou-Noguès PI et alPre-publicaciones del Seminario Matemático" García de Galdeano" &: 1-74 (2003)
2McEwan LJ et alContemporary Mathematics 324: 185-194 (2003)
3Barroso E R G et alCompositio Mathematica 141: 461-486 (2005)
4Melle Hernández A et alMemoirs of the American Mathematical Society 178: VI-85 (2005)
5Pérez P D G et alJournal of the London Mathematical Society 79: 780-802 (2009)
6*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
7Cobo Pablos H et alGeometric motivic Poincaré series of quasi-ordinary singularities In: Mathematical Proceedings of the Cambridge Philosophical Society, Cambridge Univ Press, 2010.
8Budur NArxiv preprint arXiv:1012.3150 &: & (2010)

2002

48.

Némethi A, Nicolaescu LI

Seiberg-Witten invariants and surface singularities.

GEOMETRY & TOPOLOGY 6: pp. 269-328. (2002)

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 27 Függő idéző: 28 Összesen: 55

1Nicolaescu L INotes on the Reidemeister Torsion, 2002.
2*Nemethi A et alArxiv preprint math/0201120 &: & (2002)
3*Nemethi A et alArxiv preprint math/0207018 &: & (2002)
4Turaev V GTorsions of 3-dimensional manifolds, Birkhäuser, 2002.
5Neumann W DTRENDS IN MATHEMATICS &: & (2002)
6Collin O et alActa Applicandae Mathematicae 75: 151-165 (2003)
7*Nemethi AArxiv preprint math/0310084 &: & (2003)
8*Némethi AArxiv preprint math/0310083 &: & (2003)
9Mendris RTHE LINK OF SUSPENSION SINGULARITIES AND ZARISKI’S CONJECTURE., 2003.
10Nicolaescu L IThe Reidemeister torsion of 3-manifolds, de Gruyter, 2003.
11*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 69: 593-607 (2004)
12*Némethi AContemporary Mathematics 354: 161-208 (2004)
13Nicolaescu L ICommunications in Contemporary Mathematics 6: 833-866 (2004)
14*Némethi A et alJournal of the London Mathematical Society 69: 593-607 (2004)
15Neumann W D et alGeom. Topol 9: 757-811 (2005)
16*Némethi ASingularities in geometry and topology &: 394-463 (2005)
17*Luengo-Velasco I et alJournal of Algebraic Geometry 14: 543-566 (2005)
18*Némethi AGeometry and topology of manifolds 47: 219 (2005)
19Artal Bartolo E et alPre-publicaciones del Seminario Matemático" García de Galdeano" &: 1 (2005)
20*Mendris R et alCompositio Mathematica 141: 502-524 (2005)
21NICOLAESCU L IAnalysis, geometry and topology of elliptic operators &: 63 (2006)
22*Némethi AInvariants of Newton non-degenerate surface singularities In: Oberwolfach Reports 3/3, European Mathematical Society, 2006.
23Kollár JArxiv preprint math/0602562 &: & (2006)
24*de Bobadilla J F et alArxiv preprint math/0604421 &: & (2006)
25Melle-Hernández AOn rational cuspidal plane curves, open surfaces and local singularities In: Oberwolfach Reports 3/3, European Mathematical Society, 2006.
26*Melle Hernández A et alProceedings of the London Mathematical Society 92: 99-138 (2006)
27Némethi A et alArxiv preprint math/0610465 &: & (2006)
28Seade JOn the topology of isolated singularities in analytic spaces, Springer, 2006.
29*Némethi A et alSelecta Mathematica, New series 11: 399-451 (2006)
30Luengo E A B I et alSingularities and computer algebra 324: 13 (2006)
31*Braun G et alCOMPOSITIO MATHEMATICA 143: 1003-1036 (2007)
32Efremov V N et alArxiv preprint arXiv:0706.4329 &: & (2007)
33CAUBEL CContact structures and non-isolated singularities In: Singularity theory: proceedings of the 2005 Marseille Singularity School and Conference: CIRM, Marseille, France, 24 January-25 February 2005, World Scientific Pub Co Inc, 2007.
34Seade J& &: & (2007)
35*Nemethi AArxiv preprint arXiv:0709.0841 &: & (2007)
36*de Bobadilla J F et alSingularity theory &: 411 (2007)
37*Némethi ASingularities I, Contemp. Math 474: 271-297 (2007)
38Kadokami TAlgebraic & Geometric Topology 7: 1509-1529 (2007)
39*Braun G et alArxiv preprint arXiv:0704.3145 &: & (2007)
40Gorsky EArxiv preprint arXiv:0807.0491 &: & (2008)
41Altınok S et alBulletin of the Brazilian Mathematical Society 39: 123-135 (2008)
42*Némethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2008)
43*Némethi AGeometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan &: 99 (2008)
44*NÉMETHI A& &: & (2008)
45Neumann W D et alArxiv preprint arXiv:0804.4644 &: & (2008)
46Okuma TTRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 360: 6643-6659 (2008)
47Okuma TTrans. Amer. Math. Soc 360: 6643-6659 (2008)
48*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 78: 143-154 (2008)
49*Némethi A et alJournal of the London Mathematical Society 78: 143-154 (2008)
50AltInok SComptes Rendus Mathematique 347: 643-646 (2009)
51*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
52Stevens JMathematische Nachrichten 282: 1195-1215 (2009)
53Okuma TDEMONSTRATIO MATHEMATICA 43: & (2010)
54*Némethi AArxiv preprint arXiv:1003.1254 &: & (2010)
55*Némethi ACONTEMPORARY MATHEMATICS 546: 249 (2011)
49.

Némethi A, Sigray I

On the monodromy representation of polynomial maps in n variables.

STUDIA SCIENTIARUM MATHEMATICARUM HUNGARICA 39:(3-4) pp. 361-367. (2002)

IF: 0.198

Folyóiratcikk/Szakcikk/Tudományos
50.

Elzein F, Némethi A

On the weight filtration of the homology of algebraic varieties: the generalized Leray cycles.

ANNALI DELLA SCUOLA NORMALE SUPERIORE DI PISA-CLASSE DI SCIENZE 1:(4) pp. 869-903. (2002)

Folyóiratcikk/Szakcikk/Tudományos
51.

Dimca A, Némethi A

Thom-Sebastiani construction and monodromy of polynomials.

PROCEEDINGS OF THE STEKLOV INSTITUTE OF MATHEMATICS 238:(3) pp. 1-18. (2002)

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 3 Függő idéző: 2 Összesen: 5

1*Dimca A et alDuke Mathematical Journal 108: 199-209 (2001)
2Tibar MTrends in singularities &: 223-246 (2002)
3*Dimca A et alContemporary Mathematics 354: 19-44 (2004)
4Siersma D et alContemporary Mathematics 354: 277-290 (2004)
5Tibăr M MPolynomials and vanishing cycles, Cambridge Univ Pr, 2007.
52.

Ban C, McEwan LJ, Némethi A

On the Milnor fiber of a quasi-ordinary surface singularity.

CANADIAN JOURNAL OF MATHEMATICS-JOURNAL CANADIEN DE MATHEMATIQUES 54:(1) pp. 55-70. (2002)

IF: 0.485

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Függő idéző: 2 Összesen: 3

1*McEwan LJ et alContemporary Mathematics 324: 185-194 (2003)
2*McEwan LJ et alCOMPOSITIO MATHEMATICA 140: 667-682 (2004)
3Esterov AArxiv preprint arXiv:1110.4060 &: & (2011)

2001

53.

Dimca A, Némethi A

On the monodromy of complex polynomials.

DUKE MATHEMATICAL JOURNAL 108:(2) pp. 199-209. (2001)

IF: 1.005

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 29 Függő idéző: 5 Összesen: 34

1Bodin AArxiv preprint math/0110059 &: & (2001)
2Silva PCCOMPTES RENDUS DE L ACADEMIE DES SCIENCES SERIE I-MATHEMATIQUE 335: 421-426 (2002)
3Bodin AMATHEMATISCHE ZEITSCHRIFT 242: 303-322 (2002)
4Bartolo EA et alANNALES SCIENTIFIQUES DE L ECOLE NORMALE SUPERIEURE 35: 605-640 (2002)
5Tibar MTrends in singularities &: 223-246 (2002)
6*Dimca A et alТруды Математического института им. ВА Стеклова 238: 106-123 (2002)
7Neumann WD et alTRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 355: 519-538 (2003)
8*Dimca A et alCOMPOSITIO MATHEMATICA 138: 55-71 (2003)
9Dimca ACommutative Algebra, Singularities and Computer Algebra (Sinaia 2002), Kluwer, NATO Science Series 115: 113-126 (2003)
10Brélivet TRevista matemática complutense 16: 131-149 (2003)
11Movasati HJOURNAL OF DIFFERENTIAL EQUATIONS 197: 197-217 (2004)
12Donaldson S K et alDifferent faces of geometry, Plenum Pub Corp, 2004.
13Simpson CArxiv preprint math.AG/0410224 &: & (2004)
14*Dimca A et alContemporary Mathematics 354: 19-44 (2004)
15Movasati HArxiv preprint math/0407064 &: & (2004)
16Siersma D et alContemporary Mathematics 354: 277-290 (2004)
17Dimca ASheaves in topology, Springer Verlag, 2004.
18*Dimca ASheaves in topology (Universitext), Springer-Verlag, 2004.
19Simpson CDifferent faces of geometry &: 365-402 (2004)
20Dietz GThe Braid Group Representation on Intersection Matrices and Monodromy of Singularities, 2005.
21Escario MArxiv preprint math/0602297 &: & (2006)
22*Horvath A et alSTUDIA SCIENTIARUM MATHEMATICARUM HUNGARICA 43: 131-136 (2006)
23Movasati H& &: & (2006)
24Movasati HANNALES DE L INSTITUT FOURIER 57: 775-801 (2007)
25Tibăr M MPolynomials and vanishing cycles, Cambridge Univ Pr, 2007.
26Corlette K et alCOMPOSITIO MATHEMATICA 144: 1271-1331 (2008)
27Pham TSJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 60: 1065-1081 (2008)
28Sabbah C& &: & (2008)
29da Silva Vieira ECiclos limites projetivos e aplicacoes computacionais a dinamica complexa, 2009.
30Takeuchi K& &: & (2009)
31Matsui Y et alArxiv preprint arXiv:0912.5144 &: & (2009)
32Ahmed ISTUDIA SCIENTIARUM MATHEMATICARUM HUNGARICA 47: 81-89 (2010)
33ZAIDENBERG M& &: & (2011)
34Movasati HMultiple Integrals and Modular Differential Equations In: 28th Brazilian Mathematics Colloquium. Instituto de Matemática Pura e Aplicada, IMPA, 2011.
54.

Ban C, McEwan LJ, Némethi A

The embedded resolution of f(x,y) + z2 : (C3, 0) /rightarrow (C, 0).

STUDIA SCIENTIARUM MATHEMATICARUM HUNGARICA 38: pp. 51-71. (2001)

IF: 0.118

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Függő idéző: 1 Összesen: 2

1Ferraro R et alCollectanea mathematica 53: 99-132 (2002)
2*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)

2000

55.

Némethi A, Szilárd Á

Resolution graphs of some surface singularities, II, (Generalized Iomdin series).

In: Melles CG, Michler RI (szerk.)
Singularities in algebraic and analytic geometry, (San Antonio, TX, 1999), Contemp. Math., 266. San Antonio, Amerikai Egyesült Államok, 1999

Providence: American Mathematical Society, pp. 129-164.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Független idéző: 1 Függő idéző: 2 Összesen: 3

1*Némethi AContemporary Mathematics 266: 89-128 (2000)
2Beck TJournal of Symbolic Computation 44: 131-160 (2009)
3*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
56.

Némethi A

Resolution graphs of some surface singularities, I, (cyclic coverings).

In: Melles CG, Michler RI (szerk.)
Singularities in algebraic and analytic geometry, (San Antonio, TX, 1999), Contemp. Math., 266. San Antonio, Amerikai Egyesült Államok, 1999

Providence: American Mathematical Society, pp. 89-128.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Független idéző: 6 Függő idéző: 7 Összesen: 13

1Torrelli TCOMPTES RENDUS DE L ACADEMIE DES SCIENCES SERIE I-MATHEMATIQUE 331: 47-50 (2000)
2*Némethi A et alCONTEMPORARY MATHEMATICS 266: 129-164 (2000)
3Mendris RTHE LINK OF SUSPENSION SINGULARITIES AND ZARISKI’S CONJECTURE., 2003.
4*Némethi AContemporary Mathematics 354: 161-208 (2004)
5*Mendris R et alCompositio Mathematica 141: 502-524 (2005)
6*Caubel C et alTOPOLOGY 45: 673-689 (2006)
7Sell E AArxiv preprint arXiv:0708.3174 &: & (2007)
8*Némethi AGeometry of Singularities and Manifolds. Proceedings of the Conference 2008, Kusatsu, Japan &: 99 (2008)
9Popescu-Pampu PMémoire de l’Habilitation soutenue en Décembre &: & (2008)
10Beck TJournal of Symbolic Computation 44: 131-160 (2009)
11*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
12Dimca A et alArxiv preprint arXiv:1006.3462 &: & (2010)
13*Némethi A et alStudia Scientiarum Mathematicarum Hungarica 48: 135-144 (2011)
57.

Némethi A

Casson invariant of cyclic coverings via eta-invariant and Dedekind sums.

TOPOLOGY AND ITS APPLICATIONS 102:(2) pp. 181-193. (2000)

IF: 0.346

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 4 Függő idéző: 1 Összesen: 5

1Collin O et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 541: 143-169 (2001)
2TSUTSUMI YA surgery description of homology solid tori and its applications to the Casson invariant In: LECTURE NOTES FOR WORKSHOP OF FLEDGLINGS ON LOW-DIMENSIONAL TOPOLOGY, 2003.
3Collin O et alActa Applicandae Mathematicae 75: 151-165 (2003)
4*Némethi AContemporary Mathematics 354: 161-208 (2004)
5Seade JOn the topology of isolated singularities in analytic spaces, Springer, 2006.

1999

58.

Némethi A

The signature of f(x,y)+zn.

In: Bruce B, Mond D (szerk.)
Proceedings of Real and Complex Singularities, (C.T.C. Wall's 60th birthday meeting), Liverpool (England), August 1996, Singularity Theory, London Math. Soc. Lecture Note Series, 263. Liverpool, Anglia, 1996

Cambridge: Cambridge University Press, pp. 131-149.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Függő idéző: 2 Összesen: 2

1*Némethi ATOPOLOGY AND ITS APPLICATIONS 102: 181-193 (2000)
2*Ban C et alSTUDIA SCIENTIARUM MATHEMATICARUM HUNGARICA 38: 51-71 (2001)
59.

Némethi A

Some topological invariants of isolated hypersurface singularities.

In: Böröczky KJR, Neumann W, Stipsicz A (szerk.)
Low Dimensional Topology, (Eger, Hungary, 1996, Budapest, 1998), Proceedings of the EMS- Summer school, Bolyai Society Mathematical Studies 8. Eger, Magyarország, 1996

Budapest: J. Bolyai Math. Soc., pp. 353-413.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Független idéző: 6 Összesen: 6

1Caibar MMinimal models of canonical singularities and their cohomology, 1999.
2Dimca ASheaves in topology (Universitext), Springer-Verlag, 2004.
3Klein AEta invariants, spectral flow and sympletic monodromy of quasihomogeneous hypersurface singularities, 2010.
4Klein AArxiv preprint arXiv:1101.3554 &: & (2011)
5Klein AArxiv preprint arXiv:1104.2095 &: & (2011)
6Klein AArxiv preprint arXiv:1101.1371 &: & (2011)
60.

Némethi A, Sabbah C

Semicontinuity of the spectrum at infinity.

ABHANDLUNGEN AUS DEM MATHEMATISCHEN SEMINAR DER UNIVERSITAT HAMBURG 69: pp. 25-35. (1999)

IF: 0.115

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 25 Függő idéző: 3 Összesen: 28

1Paunescu L et alArxiv preprint math/9707230 &: & (1997)
2*López R G et alHodge numbers attached to a polynomial map In: ANNALES-INSTITUT FOURIER, Association des Annales de l'Institute Fourier; 1999, 1999.
3Dimca A et alArxiv preprint math/9906064 &: & (1999)
4Paunescu L et alMANUSCRIPTA MATHEMATICA 103: 351-361 (2000)
5Dimca A et alTOPOLOGY 39: 1035-1043 (2000)
6Bonnet P et alBULLETIN DES SCIENCES MATHEMATIQUES 124: 557-571 (2000)
7Massey DBCOMPOSITIO MATHEMATICA 125: 353-362 (2001)
8Dimca AMonodromy and hodge theory of regular functions, 2001.
9Dimca ANew developments in singularity theory (Cambridge 2000) &: 257-278 (2001)
10Douai A et alAnnales de l'Institut Fourier 53: 1055-1116+xiv+xviii (2003)
11Dimca ACommutative Algebra, Singularities and Computer Algebra (Sinaia 2002), Kluwer, NATO Science Series 115: 113-126 (2003)
12Brélivet TSingularités Franco-Japonaises 10: 39-59 (2005)
13Hertling C et alArxiv preprint math/0603564 &: & (2006)
14Hertling C et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 609: 23-80 (2007)
15Hertling C et alJournal fur die Reine und Angewandte Mathematik : 23-80 (2007)
16Shabbir KArxiv preprint arXiv:0705.0741 &: & (2007)
17Siersma D et alReal and Complex Singularities &: 327-342 (2007)
18Shabbir KRENDICONTI DEL SEMINARIO MATEMATICO DELLA UNIVERSITA DI PADOVA 120: 147-156 (2008)
19*Kim B et alCOMPOSITIO MATHEMATICA 144: 221-246 (2008)
20Hertling C et alTwistor structures, tt*-geometry and singularity theory In: FROM HODGE THEORY TO INTEGRABILITY AND TQFT: TT*- GEOMETRY, 2008.
21Hertling C et alArxiv preprint arXiv:0807.2199 &: & (2008)
22de Gregorio I et alCOMPOSITIO MATHEMATICA 145: 1305-1350 (2009)
23Raibaut MCOMPTES RENDUS MATHEMATIQUE 348: 419-422 (2010)
24Ying C et alArxiv preprint arXiv:1011.4884 &: & (2010)
25Kontsevich M et alArxiv preprint arXiv:1006.2706 &: & (2010)
26Raibaut MUniversité Nice Sophia-Antipolis &: & (2010)
27Kontsevich M et alCOMMUNICATIONS IN NUMBER THEORY AND PHYSICS 5: 231-352 (2011)
28*Borodzik M et alArxiv preprint arXiv:1101.5471 &: & (2011)
61.

Némethi A

On the Seifert form at infinity associated with polynomial maps.

JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 51:(1) pp. 63-70. (1999)

IF: 0.421

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 2 Függő idéző: 5 Összesen: 7

1*López RG et alCOMPOSITIO MATHEMATICA 115: 1-20 (1999)
2*García López R et alAnnales de l'Institut Fourier 49: 1547-1579 (1999)
3*Nemethi ASome topological invariants of isolated hypersurface singularities In: LOW DIMENSIONAL TOPOLOGY, 1999.
4Paunescu L et alMANUSCRIPTA MATHEMATICA 103: 351-361 (2000)
5*Dimca A et alDUKE MATHEMATICAL JOURNAL 108: 199-209 (2001)
6*Dimca A et alТруды Математического института им. ВА Стеклова 238: 106-123 (2002)
7Rudolph LHandbook of knot theory 349: 427 (2005)
62.

Némethi A

Hypersurface singularities with 2-dimensional critical locus.

JOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 59:(3) pp. 922-938. (1999)

IF: 0.390

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 18 Függő idéző: 2 Összesen: 20

1Siersma DThe vanishing topology of non isolated singularities, 2001.
2de Bobadilla JFBULLETIN OF THE LONDON MATHEMATICAL SOCIETY 35: 812-816 (2003)
3Ancochea J M et alPhysics Letters, Section A: General, Atomic and Solid State Physics 317: 242-251 (2003)
4Shubladze MJournal of Mathematical Sciences 118: 5467-5505 (2003)
5de Bobadilla JFTOPOLOGY 43: 925-982 (2004)
6de Bobadilla JFCOMMENTARII MATHEMATICI HELVETICI 79: 659-688 (2004)
7*Fernández De Bobadilla JInventiones Mathematicae 161: 657-675 (2005)
8Trang LD et alPURE AND APPLIED MATHEMATICS QUARTERLY 2: 893-914 (2006)
9*Horváth A et alStudia Scientiarum Mathematicarum Hungarica 43: 131-136 (2006)
10Houston KHandbook of Global Analysis 1213: 493-532 (2006)
11Gaffney TThe multiplicity of pairs of modules and hypersurface singularities, 2007.
12Gaffney TReal and complex singularities &: 143-168 (2007)
13Houston KArxiv preprint arXiv:0807.0574 &: & (2008)
14Shubladze MSingularities: Geometric and topological aspects 2: 199 (2008)
15de Bobadilla J FArxiv preprint arXiv:0907.2176 &: & (2009)
16Pike B ASingular Milnor numbers of non-isolated matrix singularities, 2010.
17SHUBLADZE M& &: & (2010)
18Sigurðsson B& &: & (2010)
19de Bobadilla J F et alArxiv preprint arXiv:1002.3774 &: & (2010)
20de Bobadilla JFOn homotopy types of complements of analytic sets and Milnor fibres In: TOPOLOGY OF ALGEBRAIC VARIETIES AND SINGULARITIES, 2011.
63.

Némethi A

Five lectures on normal surface singularities.

In: Böröczky KJR, Neumann W, Stipsicz A (szerk.)
Low Dimensional Topology, (Eger, Hungary, 1996, Budapest, 1998), Proceedings of the EMS- Summer school, Bolyai Society Mathematical Studies 8. Eger, Magyarország, 1996

Budapest: J. Bolyai Math. Soc., pp. 269-351.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

with the assistance of Ágnes Szilárd and Sándor Kovács

Független idéző: 14 Függő idéző: 13 Összesen: 27

1*Némethi AInventiones mathematicae 137: 145-167 (1999)
2*Némethi AContemporary Mathematics 266: 89-128 (2000)
3*Némethi A et alCONTEMPORARY MATHEMATICS 266: 129-164 (2000)
4Tráng M L Ê D& &: & (2002)
5Normalises ETrends in singularities &: 31 (2002)
6*Némethi A et alGEOMETRY AND TOPOLOGY-HARDCOPY- 6: 269-328 (2002)
7Bhupal MNAGOYA MATHEMATICAL JOURNAL 175: 51-57 (2004)
8*Némethi AContemporary Mathematics 354: 161-208 (2004)
9Öztürk Fmanuscripta mathematica 117: 273-298 (2005)
10*Némethi ASingularities in geometry and topology &: 394-463 (2005)
11*Luengo-Velasco I et alJOURNAL OF ALGEBRAIC GEOMETRY 14: 543-565 (2005)
12*Nemethi AOn the Heegaard Floer homology of S--d(3)(K) and unicuspidal rational plane curves, 2005.
13*Nemethi AGEOMETRY & TOPOLOGY 9: 991-1042 (2005)
14*Mendris R et alCOMPOSITIO MATHEMATICA 141: 502-524 (2005)
15Neumann W D et al& &: & (2006)
16*Caubel C et alTOPOLOGY 45: 673-689 (2006)
17*Némethi A et alSelecta Mathematica, New series 11: 399-451 (2006)
18Popescu-Pampu PArxiv preprint math/0703353 &: & (2007)
19Gay D T et alArxiv preprint arXiv:0708.1417 &: & (2007)
20Greene JArxiv preprint arXiv:0810.0862 &: & (2008)
21Popescu-Pampu PMémoire de l’Habilitation soutenue en Décembre &: & (2008)
22Bhupal M et alArxiv preprint arXiv:0912.4275 &: & (2009)
23Gay DT et alALGEBRAIC AND GEOMETRIC TOPOLOGY 9: 2203-2223 (2009)
24Faber E et alBULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY 47: 373-417 (2010)
25Pedersen H MArxiv preprint arXiv:1112.0125 &: & (2011)
26Popescu-Pampu PIntroduction to Jung's method of resolution of singularities In: TOPOLOGY OF ALGEBRAIC VARIETIES AND SINGULARITIES, 2011.
27*Nemethi ANONCOMMUTATIVE GEOMETRY AND GLOBAL ANALYSIS 546: 249-269 (2011)
64.

Némethi A

Dedekind sums and the signature of f(x,y)+zN, II.

SELECTA MATHEMATICA-NEW SERIES 5:(1) pp. 161-179. (1999)

Folyóiratcikk/Szakcikk/Tudományos
65.

Némethi A

"Weakly" elliptic Gorenstein singularities of surfaces.

INVENTIONES MATHEMATICAE 137:(1) pp. 145-167. (1999)

IF: 1.207

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 21 Függő idéző: 22 Összesen: 43

1*Nemethi AFive lectures on normal surface singularities In: LOW DIMENSIONAL TOPOLOGY, 1999.
2Wall CTCContemporary Mathematics 272: 293-311 (2000)
3Oeljeklaus K et alANNALES DE L INSTITUT FOURIER 51: 1243-1257 (2001)
4Oeljeklaus K et alAnnales de l'Institut Fourier 51: 1243-1257 (2001)
5Tomaru TOn some classes of weakly Kodaira singularities In: Singularités Franco-Japonaises, Proceedings of the 2nd Franco-Japanese singularity conference, CIRM, Mareeille-Luminy, France, 2002.
6*Némethi A et alGeometry and Topology 6: 269-328 (2002)
7Neumann W D et alTrends in singularities &: 181-190 (2002)
8*Nemethi AArxiv preprint math/0310084 &: & (2003)
9*Némethi AArxiv preprint math/0310083 &: & (2003)
10Koukichi WMath. J. Okayama Univ 45: 45-58 (2003)
11Wada K& &: & (2003)
12Mendris RTHE LINK OF SUSPENSION SINGULARITIES AND ZARISKI’S CONJECTURE., 2003.
13Xu YJ et alMATHEMATICAL RESEARCH LETTERS 11: 59-71 (2004)
14*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 69: 593-607 (2004)
15*Némethi AContemporary Mathematics 354: 161-208 (2004)
16*Némethi A et alJournal of the London Mathematical Society 69: 593-607 (2004)
17Okuma TMATHEMATISCHE ZEITSCHRIFT 249: 31-62 (2005)
18Neumann WD et alGEOMETRY & TOPOLOGY 9: 757-811 (2005)
19*Némethi ASingularities in geometry and topology &: 394-463 (2005)
20*Luengo-Velasco I et alJOURNAL OF ALGEBRAIC GEOMETRY 14: 543-565 (2005)
21*Nemethi AGEOMETRY & TOPOLOGY 9: 991-1042 (2005)
22*Némethi AGeometry and Topology 9: (2005)
23*Nemethi A et alSELECTA MATHEMATICA-NEW SERIES 11: 399-451 (2005)
24*Némethi A et alSelecta Mathematica, New Series 11: 399-451 (2005)
25*Mendris R et alCOMPOSITIO MATHEMATICA 141: 502-524 (2005)
26NICOLAESCU L IAnalysis, geometry and topology of elliptic operators &: 63 (2006)
27*Nemethi AArxiv preprint arXiv:0709.0841 &: & (2007)
28Tomaru TJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 59: 35-80 (2007)
29Bauer T et alArxiv preprint arXiv:0810.0728 &: & (2008)
30*Némethi APUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 44: 507-543 (2008)
31Konno KASIAN JOURNAL OF MATHEMATICS 12: 449-464 (2008)
32*Nemethi APoincare series associated with surface singularities In: SINGULARITIES I: ALGEBRAIC AND ANALYTIC ASPECTS, 2008.
33Konno K& &: & (2008)
34Okuma TTRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 360: 6643-6659 (2008)
35*Némethi A et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 78: 143-154 (2008)
36*Némethi A et alJournal of the London Mathematical Society 78: 143-154 (2008)
37Bauer T et alA primer on Seshadri constants In: INTERACTIONS OF CLASSICAL AND NUMERICAL ALGEBRAIC GEOMETRY, 2009.
38Panov D et alMATHEMATISCHE ANNALEN 343: 79-101 (2009)
39Stevens JMATHEMATISCHE NACHRICHTEN 282: 1195-1215 (2009)
40*Braun G et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 638: 189-208 (2010)
41*Nemethi A et alJOURNAL OF TOPOLOGY 3: 643-667 (2010)
42Okuma TDEMONSTRATIO MATHEMATICA 43: & (2010)
43*Némethi A et alArxiv preprint arXiv:1112.1230 &: & (2011)
66.

López RG, Némethi A

Hodge numbers attached to a polynomial map.

ANNALES DE L INSTITUT FOURIER 49:(5) pp. 1547-1579. (1999)

IF: 0.509

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 11 Függő idéző: 2 Összesen: 13

1Dimca AMonodromy and hodge theory of regular functions, 2001.
2Tibar MSingularities and topology of meromorphic functions, 2002.
3Tibar MTrends in singularities &: 223-246 (2002)
4Dimca A et alCOMPOSITIO MATHEMATICA 138: 55-71 (2003)
5*Dimca A et alContemporary Mathematics 354: 19-44 (2004)
6Dimca A et alTOHOKU MATHEMATICAL JOURNAL 58: 549-564 (2006)
7López R GEl. Res. Ann. Math. Sc 16: 56-62 (2009)
8Takeuchi K& &: & (2009)
9Matsui Y et alArxiv preprint arXiv:0912.5144 &: & (2009)
10Raibaut MCOMPTES RENDUS MATHEMATIQUE 348: 419-422 (2010)
11Esterov A et alArxiv preprint arXiv:1009.0230 &: & (2010)
12Raibaut MUniversité Nice Sophia-Antipolis &: ^ (2010)
13*Borodzik M et alArxiv preprint arXiv:1101.5471 &: & (2011)
67.

García Lopez R, Némethi A

On the monodromy at infinity of a polynomial map, II.

COMPOSITIO MATHEMATICA 115:(1) pp. 1-20. (1999)

IF: 0.639

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 5 Függő idéző: 2 Összesen: 7

1*Lopez RG et alANNALES DE L INSTITUT FOURIER 49: 1547-+ (1999)
2Dimca AMonodromy and hodge theory of regular functions, 2001.
3*Dimca A et alDUKE MATHEMATICAL JOURNAL 108: 199-209 (2001)
4Tibar MSingularities and topology of meromorphic functions, 2002.
5Dimca A et alCOMPOSITIO MATHEMATICA 138: 55-71 (2003)
6Dimca A et alTOHOKU MATHEMATICAL JOURNAL 58: 549-564 (2006)
7Pham TSJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 60: 1065-1081 (2008)

1998

68.

Némethi A

On the spectrum of curve singularities.

In: Arnold VJ, Grenel GM, Steenbrink JHM (szerk.)
Singularities, The Brieskorn anniversary volume, Proceedings of the Singularity Conference, Oberwolfach, July 1996; Progress in Mathematics, Vol. 162. Oberwolfach, Németország, 1996

Basel: Birkhauser, pp. 93-102.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

Független idéző: 5 Függő idéző: 6 Összesen: 11

1*Némethi ASelecta Mathematica, New series 4: 361-376 (1998)
2*Némethi AProc. Bolyai Society Math Studies 8, Low Dimensional Topology &: 1999 (1999)
3*Némethi ATOPOLOGY AND ITS APPLICATIONS 102: 181-193 (2000)
4Saito MArxiv preprint math/0009133 &: & (2000)
5McEwan L JCONTEMPORARY MATHEMATICS 266: 165-170 (2000)
6*de Bobadilla J F et alSingularity theory &: 411 (2007)
7*Borodzik M et alArxiv preprint arXiv:1005.2084 &: & (2010)
8Borodzik M et alArxiv preprint arXiv:1002.4500 &: & (2010)
9Borodzik MLow-Dimensional and Symplectic Topology 82: 29 (2011)
10Borodzik MArxiv preprint arXiv:1101.1870 &: & (2011)
11*Borodzik M et alArxiv preprint arXiv:1101.5471 &: & (2011)
69.

Némethi A

Dedekind sums and the signature of f(x,y)+zN.

SELECTA MATHEMATICA - NEW SERIES 4:(2) pp. 361-376. (1998)

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 7 Függő idéző: 11 Összesen: 18

1*Némethi APROGRESS IN MATHEMATICS-BOSTON- 162: 93-102 (1998)
2*Némethi ASelecta Mathematica, New Series 5: 161-179 (1999)
3*Némethi AProc. Bolyai Society Math Studies 8, Low Dimensional Topology &: 1999 (1999)
4*Némethi ATopology and its Applications 102: 181-194 (2000)
5McEwan L JCONTEMPORARY MATHEMATICS 266: 165-170 (2000)
6*Némethi AContemporary Mathematics 266: 89-128 (2000)
7*Némethi A et alGEOMETRY AND TOPOLOGY-HARDCOPY- 6: 269-328 (2002)
8Perrine SArxiv preprint math-ph/0307032 &: & (2003)
9Mendris RTHE LINK OF SUSPENSION SINGULARITIES AND ZARISKI’S CONJECTURE., 2003.
10*Némethi AContemporary Mathematics 354: 161-208 (2004)
11*Luengo-Velasco I et alJournal of Algebraic Geometry 14: 543-565 (2005)
12*Némethi A et alSelecta Mathematica, New Series 11: 399-451 (2005)
13*Mendris R et alCompositio Mathematica 141: 502-524 (2005)
14Borodzik MArxiv preprint arXiv:0906.3660 &: & (2009)
15Budur NArxiv preprint arXiv:1012.3150 &: & (2010)
16Borodzik MLow-Dimensional and Symplectic Topology 82: 29 (2011)
17*Borodzik M et alArxiv preprint arXiv:1105.5508 &: & (2011)
18Banyamin M A et alCentral European Journal of Mathematics 10: 271-276 (2012)
70.

Kappeler T, Kodama Y, Némethi A

On the Birkhoff normal form of a completely integrable Hamiltonian system near a fixed point with resonance.

ANNALI DELLA SCUOLA NORMALE SUPERIORE DI PISA-CLASSE DI SCIENZE 26:(4) pp. 623-661. (1998)

Folyóiratcikk/Szakcikk/Tudományos

1997

71.

Némethi A

Generalized Weil's reciprocity law and multiplicativity theorems.

TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 349:(7) pp. 2687-2697. (1997)

IF: 0.578

Folyóiratcikk/Szakcikk/Tudományos

1996

72.

Steenbrink J, Némethi A

On the monodromy of curve singularities.

MATHEMATISCHE ZEITSCHRIFT 223:(4) pp. 587-593. (1996)

IF: 0.455

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 2 Függő idéző: 4 Összesen: 6

1*Ebeling W et alJournal of Algebraic Geometry 7: 55-76 (1998)
2*Némethi AProc. Bolyai Society Math Studies 8, Low Dimensional Topology &: 1999 (1999)
3*Némethi AContemporary Mathematics 266: 89-128 (2000)
4Artal Bartolo E et alPre-publicaciones del Seminario Matemático" García de Galdeano" &: 1 (2009)
5*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
6Banyamin M A et alCentral European Journal of Mathematics &: 1-6 (2011)
73.

Steenbrink J, Némethi A

Extending Hodge bundles for abelian variations.

ANNALS OF MATHEMATICS 143:(2) pp. 131-148. (1996)

IF: 1.708

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Függő idéző: 1 Összesen: 2

1*Némethi A et alNew York J. Math 1: 177 (1995)
2Kerr M et al& &: & (2009)
74.

Némethi A

Variation structures: results and open problems.

In: Janeczko S, Zajaczkowski WM, Ziemian B (szerk.)
Singularities and Differential Equations (Warsaw, 1993), Banach Center Publications 33.

Warsaw: Polish Acad. Sci., 1996. pp. 245-257.

Könyvfejezet/Szakkönyv része/Tudományos

Függő idéző: 2 Összesen: 2

1*Borodzik M et alArxiv preprint arXiv:1005.2084 &: & (2010)
2*Borodzik M et alArxiv preprint arXiv:1101.5471 &: & (2011)
75.

Garcia López R, Némethi A

On the monodromy at infinity of a polynomial map.

COMPOSITIO MATHEMATICA 100:(2) pp. 205-231. (1996)

IF: 0.523

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 17 Függő idéző: 7 Összesen: 24

1Lopez R GArxiv preprint alg-geom/9702006 &: & (1997)
2García López Rmanuscripta mathematica 97: 45-58 (1998)
3Dimca AJOURNAL OF ALGEBRAIC GEOMETRY 7: 771-779 (1998)
4Artal-Bartolo E et alPROGRESS IN MATHEMATICS-BOSTON- 162: 317-343 (1998)
5*Lopez RG et alANNALES DE L INSTITUT FOURIER 49: 1547-+ (1999)
6*Lopez RG et alCOMPOSITIO MATHEMATICA 115: 1-20 (1999)
7*Nemethi AJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 51: 63-70 (1999)
8*Nemethi A et alABHANDLUNGEN AUS DEM MATHEMATISCHEN SEMINAR DER UNIVERSITAT HAMBURG 69: 25-35 (1999)
9Artal E et alCOMMUNICATIONS IN ALGEBRA 28: 1767-1787 (2000)
10Gusein-Zade SM et alBULLETIN DES SCIENCES MATHEMATIQUES 124: 213-224 (2000)
11Siersma D et alPUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 36: 659-679 (2000)
12Gusein-Zade S et alBifurcations and topology of meromorphic germs, &, 2001.
13*Dimca A et alDUKE MATHEMATICAL JOURNAL 108: 199-209 (2001)
14*Dimca A et alContemporary Mathematics 354: 19-44 (2004)
15de Bobadilla JFMEMOIRS OF THE AMERICAN MATHEMATICAL SOCIETY 173: VII-+ (2005)
16de Bobadilla J FModuli spaces of polynomials in two variables, American Mathematical Society, 2005.
17Dimca A et alTOHOKU MATHEMATICAL JOURNAL 58: 549-564 (2006)
18Luengo E A B I et alSingularities and computer algebra 324: 13 (2006)
19Tibăr M MPolynomials and vanishing cycles, Cambridge Univ Pr, 2007.
20Pham T SJournal of the Mathematical Society of Japan 60: 1065-1081 (2008)
21Takeuchi K& &: & (2009)
22Raibaut MUniversité Nice Sophia-Antipolis &: & (2010)
23Matsui Y et alMATHEMATISCHE ZEITSCHRIFT 268: 409-439 (2011)
24*Borodzik M et alArxiv preprint arXiv:1101.5471 7: & (2011)

1995

76.

Steenbrink J, Némethi A

Spectral pairs, mixed Hodge modules, and series of plane curve singularities.

NEW YORK JOURNAL OF MATHEMATICS 1: pp. 149-177. (1995)

Folyóiratcikk/Szakcikk/Tudományos

Folyóirat nem található: New York Journal of Mathematics

Független idéző: 10 Függő idéző: 7 Összesen: 17

1*NÉMETHI A
2*Ebeling W et al (1996)
3Terasoma TArxiv preprint math/9806020 : (1998)
4*Némethi ASelecta Mathematica, New series 4: 361-376 (1998)
5*Némethi APROGRESS IN MATHEMATICS-BOSTON- 162: 93-102 (1998)
6*Némethi ATopology and its Applications 102: 181-194 (2000)
7*Némethi AContemporary Mathematics 266: 89-128 (2000)
8*Némethi A et alCONTEMPORARY MATHEMATICS 266: 129-164 (2000)
9Dimca ANew developments in singularity theory (Cambridge 2000) : 257-278 (2001)
10Massey D BCompositio Mathematica 125: 353-362 (2001)
11Peters CAM et alArxiv preprint math/0511160 &: & (2005)
12Artal Bartolo E et alPre-publicaciones del Seminario Matemático" García de Galdeano" : 1 (2005)
13Guibert G et alDuke Mathematical Journal 132: 409-457 (2006)
14Luengo E A B I et alSingularities and computer algebra 324: 13 (2006)
15Steenbrink JHM Peters CAMixed Hodge Structures, 2008.
16Guibert G et alMath. Res. Lett 16: 439-448 (2009)
17Cappell S E et alAdvances in Mathematics 225: 2616-2647 (2010)
77.

Némethi A

The real Seifert form and the spectral pairs of isolated hypersurface singularities.

COMPOSITIO MATHEMATICA 98:(1) pp. 23-41. (1995)

IF: 0.470

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 3 Függő idéző: 4 Összesen: 7

1*Nemethi ATOPOLOGY AND ITS APPLICATIONS 67: 95-111 (1995)
2*Lopez RG et alANNALES DE L INSTITUT FOURIER 49: 1547-+ (1999)
3*Nemethi ASome topological invariants of isolated hypersurface singularities In: LOW DIMENSIONAL TOPOLOGY, 1999.
4*Nemethi ATOPOLOGY AND ITS APPLICATIONS 102: 181-193 (2000)
5Saeki OJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 52: 409-431 (2000)
6Dimca AMonodromy and hodge theory of regular functions, 2001.
7Banyamin MA et alCENTRAL EUROPEAN JOURNAL OF MATHEMATICS 10: 271-276 (2012)
78.

Némethi A

The mixed Hodge structure of a complete intersection with isolated singularity.

COMPTES RENDUS DE L ACADEMIE DES SCIENCES SERIE I-MATHEMATIQUE 321:(1) pp. 447-452. (1995)

IF: 0.332

Folyóiratcikk/Szakcikk/Tudományos

The mixed Hodge structure of an ICIS I., unpublished (41 pages)

Függő idéző: 2 Összesen: 2

1*Lopez RG et alANNALES DE L INSTITUT FOURIER 49: 1547-+ (1999)
2*Nemethi ATOPOLOGY AND ITS APPLICATIONS 102: 181-193 (2000)
79.

Némethi A

The equivariant signature of hypersurface singularities and eta-invariant.

TOPOLOGY 34:(2) pp. 243-259. (1995)

IF: 0.745

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 6 Függő idéző: 12 Összesen: 18

1*Nemethi ATOPOLOGY AND ITS APPLICATIONS 67: 95-111 (1995)
2*NÉMETHI A& &: & (1996)
3*Némethi ASelecta Mathematica, New Series 4: 361-376 (1998)
4*Némethi APROGRESS IN MATHEMATICS-BOSTON- 162: 93-102 (1998)
5*Némethi ASelecta Mathematica, New Series 5: 161-179 (1999)
6*Nemethi ASome topological invariants of isolated hypersurface singularities In: LOW DIMENSIONAL TOPOLOGY, 1999.
7*Némethi AProc. Bolyai Society Math Studies 8, Low Dimensional Topology &: 1999 (1999)
8Ashikaga TJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 51: 485-521 (1999)
9*Nemethi ATOPOLOGY AND ITS APPLICATIONS 102: 181-193 (2000)
10*Némethi AContemporary Mathematics 266: 89-128 (2000)
11*Némethi A et alCONTEMPORARY MATHEMATICS 266: 129-164 (2000)
12*Némethi AContemporary Mathematics 354: 161-208 (2004)
13*Nemethi A et alArxiv preprint arXiv:0909.0354 &: & (2009)
14Klein AEta invariants, spectral flow and sympletic monodromy of quasihomogeneous hypersurface singularities, 2010.
15Klein AArxiv preprint arXiv:1101.3554 &: & (2011)
16Klein AArxiv preprint arXiv:1104.2095 &: & (2011)
17Klein AArxiv preprint arXiv:1101.1371 &: & (2011)
18Banyamin M A et alCentral European Journal of Mathematics 10: 271-276 (2012)
80.

Némethi A

Némethi, András The eta-invariant of variation structures. I.

TOPOLOGY AND ITS APPLICATIONS 67:(2) pp. 95-111. (1995)

IF: 0.286

Folyóiratcikk/Szakcikk/Tudományos

Függő idéző: 4 Összesen: 4

1*Némethi ASelecta Mathematica, New Series 4: 361-376 (1998)
2*Némethi ASelecta Mathematica, New Series 5: 161-179 (1999)
3*Nemethi ASome topological invariants of isolated hypersurface singularities In: LOW DIMENSIONAL TOPOLOGY, &, 1999.
4*Nemethi ATOPOLOGY AND ITS APPLICATIONS 102: 181-193 (2000)

1994

81.

Némethi A

The semi-ring structure and the spectral pairs of sesqui-linear forms.

ALGEBRA COLLOQUIUM 1:(1) pp. 85-95. (1994)

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Függő idéző: 7 Összesen: 8

1*NÉMETHI A
2*Némethi ACompositio Mathematica 98: 23-41 (1995)
3*Garcia R et alArxiv preprint alg-geom/9701003 &: & (1997)
4*López R G et alHodge numbers attached to a polynomial map In: ANNALES-INSTITUT FOURIER, Association des Annales de l'Institute Fourier; 1999, 1999.
5Böröczky K et alLow dimensional topology, Bolyai Janos Matematikai Tarsulat, 1999.
6*Némethi AProc. Bolyai Society Math Studies 8, Low Dimensional Topology : 1999 (1999)
7*Borodzik M et alArxiv preprint arXiv:1005.2084 &: & (2010)
8*Borodzik M et alArxiv preprint arXiv:1101.5471 : (2011)

1993

82.

Némethi A

The zeta function of singularities.

JOURNAL OF ALGEBRAIC GEOMETRY 2:(1) pp. 1-23. (1993)

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 5 Függő idéző: 9 Összesen: 14

1*NÉMETHI A
2*Némethi AErgodic Theory and Dynamical Systems 13: 131-142 (1993)
3*Némethi A et alNew York J. Math 1: 177 (1995)
4*Némethi ATopology 34: 243-260 (1995)
5*Némethi ATransactions of the American Mathematical Society 349: 2687-2698 (1997)
6*Némethi AContemporary Mathematics 266: 89-128 (2000)
7*Némethi A et alCONTEMPORARY MATHEMATICS 266: 129-164 (2000)
8*Pérez P D G et alContemporary Mathematics 324: 109-122 (2003)
9*McEwan L J et alCompositio Mathematica 140: 667-682 (2004)
10Tapp DArxiv preprint math/0608659 : (2006)
11Luengo E A B I et alSingularities and computer algebra 324: 13 (2006)
12Tapp D SJournal of Pure and Applied Algebra 212: 2314-2319 (2008)
13Il yuta G GRussian Mathematical Surveys 63: 567 (2008)
14Guibert G et alMath. Res. Lett 16: 439-448 (2009)
83.

Némethi A

Injective analytic maps.

DUKE MATHEMATICAL JOURNAL 69:(2) pp. 335-347. (1993)

IF: 0.550

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 2 Összesen: 2

1Fernández de Bobadilla JIndagationes Mathematicae 17: 345-352 (2006)
2Altıntas A et alArrangements, local systems and singularities: CIMPA Summer School, Galatasaray University, Istanbul, 2007 283: 283-319 (2010)
84.

Némethi A

Algebraic torsion, zeta function and Dirichlet series for graph links in homology 3-spheres.

ERGODIC THEORY AND DYNAMICAL SYSTEMS 13:(1) pp. 131-142. (1993)

IF: 0.396

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 1 Összesen: 1

1Kawauchi AA survey of knot theory, Birkhäuser, 1996.

1992

85.

Zaharia A, Némethi A

Milnor fibration at infinity.

INDAGATIONES MATHEMATICAE-NEW SERIES 3:(3) pp. 323-335. (1992)

IF: 0.106

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 68 Függő idéző: 10 Összesen: 78

1Krasiński T et al
2Seade J
3*NfiMETH A et al
4Spodzieja S
5Vui H HACTA MATHEMATICA VIETNAMICA 19: 3-12 (1994)
6VIETNAMICA A MActa mathematica vietnamica 19: 3-12 (1994)
7Vui H H et alMathematische Annalen 304: 481-488 (1996)
8García-López R et alyear: 1996 100: 227 (1996)
9*Lopez RG et alCOMPOSITIO MATHEMATICA 100: 205-231 (1996)
10*Garcia R et alArxiv preprint alg-geom/9602009 : (1996)
11Durfee A HArxiv preprint alg-geom/9702019 : (1997)
12*Paunescu L et alArxiv preprint math/9707230 : (1997)
13Chadzynski J et alArxiv preprint math/9802064 : (1998)
14Boileau M et alChaos, Solitons and Fractals 9: 779-792 (1998)
15Boileau M et alCHAOS SOLITONS & FRACTALS 9: 779-792 (1998)
16Boileau M et alChaos, Solitons & Fractals 9: 779-792 (1998)
17Dimca AJournal of Algebraic Geometry 7: 771-779 (1998)
18Artal-Bartolo E et alPROGRESS IN MATHEMATICS-BOSTON- 162: 317-343 (1998)
19Sabbah CComptes Rendus de l'Académie des Sciences-Series I-Mathematics 328: 603-608 (1999)
20Neumann W DQuarterly Journal of Mathematics 50: 301-320 (1999)
21Bodin AInternational Mathematics Research Notices 1999: 615-621 (1999)
22Bodin AINTERNATIONAL MATHEMATICS RESEARCH NOTICES : 615-621 (1999)
23*García López R et alCompositio Mathematica 115: 1-20 (1999)
24*Némethi AJournal of the Mathematical Society of Japan 51: 62-70 (1999)
25*Nemethi AJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 51: 63-70 (1999)
26Gusein-Zade S M et alBulletin des Sciences Mathematiques 124: 213-224 (2000)
27*Pǎunescu L et alManuscripta Mathematica 103: 351-361 (2000)
28Gusein-Zade S et alBifurcations and topology of meromorphic germs, 2001.
29Gusein-Zade SM et alNew developments in singularity theory 21: 279-304 (2001)
30Vui H A HNONCONVEX OPTIMIZATION AND ITS APPLICATIONS 53: 187-204 (2001)
31Dimca AMonodromy and hodge theory of regular functions, 2001.
32Dimca ANew developments in singularity theory (Cambridge 2000) : 257-278 (2001)
33*Dimca A et alDuke Mathematical Journal 108: 199-209 (2001)
34Dutertre N et alGeometrical and Topological Properties of Polynomial Fibres, CRM, 2002.
35Alessandrini DLes singularités des polynômes à l'infini et les compactifications toriques, 2002.
36Rudolph LTopology and its Applications 118: 187-197 (2002)
37Ishikawa MJournal of the Mathematical Society of Japan 54: 161-196 (2002)
38Dimca AHyperplane arrangements, M-tame polynomials and twisted cohomology, 2003.
39Dimca ACommutative Algebra, Singularities and Computer Algebra (Sinaia 2002), Kluwer, NATO Science Series 115: 113-126 (2003)
40Bodin ACommentarii Mathematici Helvetici 78: 134-152 (2003)
41SKALSKI GBulletin of the Polish Academy of Sciences: Mathematics 52: 231 (2004)
42Dutertre NGeometriae Dedicata 105: 43-59 (2004)
43*Dimca A et alContemporary Mathematics 354: 19-44 (2004)
44Skalski GBull. Polish Acad. Sci. Math 52: 231-236 (2004)
45Bodin A et alArxiv preprint math/0507313 : (2005)
46Dutertre N (2006)
47Seade JSingularities in geometry and topology : 127-158 (2006)
48Dimca A et alTohoku Mathematical Journal 58: 549-564 (2006)
49GRANDJEAN V (2006)
50VUI H et alActa mathematica vietnamica 32: 141 (2007)
51Bodin A et alMathematical Research Letters 14: 413-422 (2007)
52Vui HH et alActa Mathematica Vietnamica 32: 71-82 (2007)
53Seade JOn Milnor's fibration theorem for real and complex singularities, 2007.
54Krasinski TActa Math. Vietnam 32: 2-3 (2007)
55Vui H H (2007)
56Pichon A et alMathematische Annalen 342: 487-514 (2008)
57Sabbah CJournal fur die Reine und Angewandte Mathematik &: 123-158 (2008)
58Sabbah CArxiv preprint arXiv:0804.4328 : (2008)
59Huy Vui H et alSIAM Journal on Optimization 19: 941-952 (2008)
60Vui H H et alAnnales Polonici Mathematici 94: 197-208 (2008)
61Vui H H et alAnn. Polon. Math 94: 197-208 (2008)
62Pham T SJournal of the Mathematical Society of Japan 60: 1065-1081 (2008)
63Bodin AQuelques contributions à la topologie et à l’arithmétique des polynômes, 2008.
64Hertling C et alTwistor structures, tt*-geometry and singularity theory In: FROM HODGE THEORY TO INTEGRABILITY AND TQFT: TT*- GEOMETRY, 2008.
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66Bodin A et alJournal of the London Mathematical Society 80: 311-325 (2009)
67Abhyankar S S et al (2009)
68Dutertre NAnnales de l'Institut Fourier 59: 429-458 (2009)
69Dutertre NANNALES DE L INSTITUT FOURIER 59: 429-458 (2009)
70Dutertre NSemi-algebraic neighborhoods of closed semi-algebraic sets (Voisinages semi-algébriques d’ensembles semi-algébriques fermés) In: Annales de l'institut Fourier, 2009.
71Hà H V et alJournal of Pure and Applied Algebra 213: 2167-2176 (2009)
72Grandjean VGeometriae Dedicata 140: 1-17 (2009)
73Ying C et alArxiv preprint arXiv:1011.4884 : (2010)
74So n P TKodai Mathematical Journal 33: 294-309 (2010)
75Vui H H et alSIAM Journal on Optimization 20: 3082-3103 (2010)
76Tibar M et alArxiv preprint arXiv:1011.1757 : (2010)
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86.

Dadarlat M, Nagy G, Pasnicu C, Némethi A

Reduction of topological stable rank in inductive limits of C∗-algebras.

PACIFIC JOURNAL OF MATHEMATICS 153:(2) pp. 267-276. (1992)

IF: 0.293

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 71 Függő idéző: 13 Összesen: 84

1EVANS D E et al
2Lin H (1992)
3Thomsen KLinear and Multilinear algebra 32: 33-50 (1992)
4Goodearl K RPublicacions matematiques 36: 637-654 (1992)
5Gong G et alMath. Scand 71: 301-319 (1992)
6Thomsen KAnn. Inst. Fourier, Grenoble 43: 225-249 (1993)
7ZHANG SMATHEMATICA SCANDINAVICA 73: 281-306 (1993)
8Phillips N CCONTEMPORARY MATHEMATICS 167: 353-353 (1994)
9VILLADSEN JMATHEMATICA SCANDINAVICA 74: 125-136 (1994)
10PHILLIPS NCAMERICAN JOURNAL OF MATHEMATICS 116: 1513-1543 (1994)
11THOMSEN KAMERICAN JOURNAL OF MATHEMATICS 116: 605-620 (1994)
12PHILLIPS NCCANADIAN JOURNAL OF MATHEMATICS-JOURNAL CANADIEN DE MATHEMATIQUES 46: 818-853 (1994)
13Phillips N CCanadian Journal of Mathematics 46: 818-853 (1994)
14GOODEARL KRROCKY MOUNTAIN JOURNAL OF MATHEMATICS 24: 1405-1430 (1994)
15*Dadarlat MJournal für die reine und angewandte Mathematik (Crelles Journal) 1995: 189-212 (1995)
16*DADARLAT MJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 460: 189-212 (1995)
17VILLADSEN JJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 462: 31-55 (1995)
18*Elliott GA et alDUKE MATHEMATICAL JOURNAL 85: 511-554 (1996)
19Lin HXPACIFIC JOURNAL OF MATHEMATICS 173: 443-489 (1996)
20*Brown LG et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 53: 582-600 (1996)
21*Brown L G et alJournal of the London Mathematical Society 53: 582 (1996)
22Elliott GA et alANNALS OF MATHEMATICS 144: 497-610 (1996)
23Elliott G A et alAnnals of mathematics : 497-610 (1996)
24Bratteli O et alPACIFIC JOURNAL OF MATHEMATICS 175: 47-59 (1996)
25*Dadarlat M et alGEOMETRIC AND FUNCTIONAL ANALYSIS 7: 646-711 (1997)
26Li LQMEMOIRS OF THE AMERICAN MATHEMATICAL SOCIETY 127: 1-& (1997)
27Li LClassification of simple C*-algebras: inductive limits of matrix algebras over trees, Amer Mathematical Society, 1997.
28Lin HXCANADIAN JOURNAL OF MATHEMATICS-JOURNAL CANADIEN DE MATHEMATIQUES 49: 963-1009 (1997)
29Gong GHMATHEMATICA SCANDINAVICA 80: 41-55 (1997)
30Rrdam MDocumenta Mathematica 2: 386 (1997)
31*Pasnicu CContemporary Mathematics 228: 277-288 (1998)
32Elliott G A et alContemporary Mathematics 228: 87-98 (1998)
33Mygind JClassification of simple inductive limits of interval algebras with dimension drops, Matematisk Institut, Universitet, 1998.
34Bratteli O et alOperator Algebras and their Applications, II (Waterloo, ON, 1994/1995), Fields Inst. Commun 20: 11-72 (1998)
35Lin Q et alContemporary Mathematics 228: 289-314 (1998)
36Villadsen JJOURNAL OF FUNCTIONAL ANALYSIS 154: 110-116 (1998)
37Villadsen JK-THEORY 15: 1-12 (1998)
38Dorofeev S et alERGODIC THEORY AND DYNAMICAL SYSTEMS 19: 363-381 (1999)
39Jiang XH et alAMERICAN JOURNAL OF MATHEMATICS 121: 359-413 (1999)
40Villadsen JJOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY 12: 1091-1102 (1999)
41Fang XAnalysis-International Mathematical Journal of Analysis and its Application 19: 377-390 (1999)
42Lin HArxiv preprint math/0011079 : (2000)
43*Pasnicu CPACIFIC JOURNAL OF MATHEMATICS 192: 159-182 (2000)
44*Pasnicu CPacific J. Math 192: 159-182 (2000)
45Phillips N CArxiv preprint math/0101157 : (2001)
46Lin HXK-THEORY 24: 135-156 (2001)
47Nagisa M et alCANADIAN JOURNAL OF MATHEMATICS-JOURNAL CANADIEN DE MATHEMATIQUES 53: 979-1030 (2001)
48Phillips N CArxiv preprint math/0101156 : (2001)
49Lin HXPROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 83: 199-234 (2001)
50Hiroki MJOURNAL OF FUNCTIONAL ANALYSIS 192: 562-580 (2002)
51Li LQJOURNAL OF FUNCTIONAL ANALYSIS 192: 1-51 (2002)
52Gong GDocumenta Mathematica 7: 255-461 (2002)
53Osaka HInterdisciplinary Information Sciences 9: 209-220 (2003)
54Hu SW et alACTA MATHEMATICA SINICA-ENGLISH SERIES 19: 535-556 (2003)
55Hu S W et alActa Mathematica Sinica 19: 535-556 (2003)
56*Dadarlat MINTERNATIONAL JOURNAL OF MATHEMATICS 15: 919-957 (2004)
57Phillips N CArxiv preprint math/0405265 : (2004)
58SUDO TTokyo Journal of Mathematics 27: 275-284 (2004)
59Whittaker M FGroupoid C-Algebras of the Pinwheel Tiling, 2005.
60Elliott GA et alCANADIAN MATHEMATICAL BULLETIN-BULLETIN CANADIEN DE MATHEMATIQUES 48: 50-68 (2005)
61Sudo TTokyo Journal of Mathematics 28: 173-188 (2005)
62Phillips NCTRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 359: 4625-4652 (2007)
63Phillips N CTRANSACTIONS-AMERICAN MATHEMATICAL SOCIETY 359: 4625 (2007)
64Brown L G et alArxiv preprint arXiv:0708.3078 : (2007)
65Elliott GA et alINVENTIONES MATHEMATICAE 168: 249-320 (2007)
66Phillips NCTRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 359: 4595-4623 (2007)
67Phillips N CTRANSACTIONS-AMERICAN MATHEMATICAL SOCIETY 359: 4595 (2007)
68Lin HXJOURNAL OF FUNCTIONAL ANALYSIS 251: 601-679 (2007)
69*Dadarlat M et alArxiv preprint arXiv:0806.2855 : (2008)
70Toms ASPROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 96: 1-25 (2008)
71Elliott GA et alJOURNAL OF FUNCTIONAL ANALYSIS 256: 307-322 (2009)
72*Dadarlat M et alBULLETIN OF THE LONDON MATHEMATICAL SOCIETY 41: 639-653 (2009)
73Jeong JA et alINDIANA UNIVERSITY MATHEMATICS JOURNAL 58: 1537-1564 (2009)
74Molina-Cabrera STorsion on the K0-group of recursive subhomogeneous algebras, 2009.
75de Lacerda Mortari FTracial state spaces of higher stable rank simple C-algebras, 2009.
76Matsumoto KMATHEMATISCHE ZEITSCHRIFT 265: 735-760 (2010)
77*Gong GH et alJOURNAL OF FUNCTIONAL ANALYSIS 258: 2119-2143 (2010)
78Whittaker M FArxiv preprint arXiv:1010.1991 : (2010)
79Ho T M (2010)
80Liang H (2010)
81Toms AINVENTIONES MATHEMATICAE 183: 225-244 (2011)
82Toms AInvent. Math 183: 225-244 (2011)
83Lin HArxiv preprint arXiv:1104.0445 : (2011)
84Liang HArxiv preprint arXiv:1112.2447 : (2011)

1991

87.

Némethi A

The Milnor fiber and the zeta function of the singularities of type f=P(h,g).

COMPOSITIO MATHEMATICA 79:(1) pp. 63-97. (1991)

IF: 0.347

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 20 Függő idéző: 13 Összesen: 33

1Zaharia AOn simple germs with non-isolated singularities, Inst. de Mat., 1990.
2*Némethi ACompositio Mathematica 80: 1-14 (1991)
3*NEMETHI AERGODIC THEORY AND DYNAMICAL SYSTEMS 13: 131-142 (1993)
4*ZAHARIA ATOPOLOGY AND ITS APPLICATIONS 60: 153-171 (1994)
5*Némethi A et alNew York J. Math 1: 177 (1995)
6*NEMETHI ATOPOLOGY 34: 243-259 (1995)
7*Nemethi ATOPOLOGY AND ITS APPLICATIONS 67: 95-111 (1995)
8PAUNESCU LMATHEMATISCHE NACHRICHTEN 174: 265-272 (1995)
9Damon JHigher multiplicities and almost free divisors and complete intersections, American Mathematical Society, 1996.
10García-López R et alyear: 1996 100: 227 (1996)
11*Lopez RG et alCOMPOSITIO MATHEMATICA 100: 205-231 (1996)
12DAMON J NSINGULAR MILNOR FIBERS AND HIGHER MULTIPLICITIES FOR NONISOLATED COMPLETE INTERSECTIONS In: Singularities and complex geometry: Seminar on Singularities and Complex Geometry, June 15-20, 1994, Beijing, China, Amer Mathematical Society, 1997.
13*Nemethi AJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 59: 922-938 (1999)
14*Némethi AContemporary Mathematics 266: 89-128 (2000)
15*Némethi A et alCONTEMPORARY MATHEMATICS 266: 129-164 (2000)
16Damon JNonlinear sections of nonisolated complete intersections, 2001.
17Damon JNew developments in singularity theory (Cambridge, 2000) 21: 405-445 (2001)
18Siersma DThe vanishing topology of non isolated singularities, 2001.
19Caubel CPROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 83: 330-350 (2001)
20Shubladze MJournal of Mathematical Sciences 118: 5467-5505 (2003)
21*Pérez P D G et alContemporary Mathematics 324: 109-122 (2003)
22*McEwan LJ et alCOMPOSITIO MATHEMATICA 140: 667-682 (2004)
23Oka MA survey on Alexander polynomials of plane curves In: Singularités Franco-Japonaise, Séminaire et congres, 2005.
24Tapp DArxiv preprint math/0608659 : (2006)
25Trang LD et alPURE AND APPLIED MATHEMATICS QUARTERLY 2: 893-914 (2006)
26Houston KHandbook of Global Analysis 1213: 493-532 (2006)
27Tibăr M MPolynomials and vanishing cycles, Cambridge Univ Pr, 2007.
28Houston KArxiv preprint arXiv:0807.0574 : (2008)
29Tapp DSJOURNAL OF PURE AND APPLIED ALGEBRA 212: 2314-2319 (2008)
30Guibert G et alMATHEMATICAL RESEARCH LETTERS 16: 439-448 (2009)
31Guibert G et alMath. Res. Lett 16: 439-448 (2009)
32*Nemethi A et alArxiv preprint arXiv:0909.0354 : (2009)
33de Bobadilla J F et alArxiv preprint arXiv:1002.3774 : (2010)
88.

Némethi A

Global Sebastiani-Thom theorem for polynomial maps.

JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 43:(2) pp. 213-218. (1991)

IF: 0.298

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 14 Függő idéző: 4 Összesen: 18

1*NEMETHI AERGODIC THEORY AND DYNAMICAL SYSTEMS 13: 131-142 (1993)
2KALIMAN SMATHEMATISCHE ZEITSCHRIFT 214: 499-510 (1993)
3LIBGOBER ADUKE MATHEMATICAL JOURNAL 70: 207-227 (1993)
4Zaidenberg MArxiv preprint alg-geom/9506005 : (1995)
5Kaliman S et alJOURNAL OF ALGEBRAIC GEOMETRY 6: 247-268 (1997)
6*Némethi AJournal of the Mathematical Society of Japan 51: 63-70 (1999)
7Bartolo EA et alMATHEMATISCHE ZEITSCHRIFT 233: 679-696 (2000)
8Artal E et alCOMMUNICATIONS IN ALGEBRA 28: 1767-1787 (2000)
9Gusein-Zade S et alBifurcations and topology of meromorphic germs, 2001.
10Gusein-Zade SM et alNew developments in singularity theory 21: 279-304 (2001)
11*Dimca A et alDUKE MATHEMATICAL JOURNAL 108: 199-209 (2001)
12Massey DBCOMPOSITIO MATHEMATICA 125: 353-362 (2001)
13Szpirglas AMANUSCRIPTA MATHEMATICA 104: 71-95 (2001)
14*Dimca A et alТруды Математического института им. ВА Стеклова 238: 106-123 (2002)
15Houston KINTERNATIONAL JOURNAL OF MATHEMATICS 15: 111-124 (2004)
16Massey D BArxiv preprint math/0404312 : (2004)
17Kaliman S et alAffine algebraic geometry 231: 255 (2007)
18Massey DBINTERNATIONAL JOURNAL OF MATHEMATICS 20: 491-507 (2009)
89.

Némethi A

Generalized local and global Sebastiani-Thom type theorems.

COMPOSITIO MATHEMATICA 80:(1) pp. 1-14. (1991)

IF: 0.347

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 5 Függő idéző: 4 Összesen: 9

1*NEMETHI AERGODIC THEORY AND DYNAMICAL SYSTEMS 13: 131-142 (1993)
2*Lopez RG et alCOMPOSITIO MATHEMATICA 115: 1-20 (1999)
3*Nemethi AJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 51: 63-70 (1999)
4Dimca A et alTOPOLOGY 39: 1035-1043 (2000)
5*Dimca A et alDUKE MATHEMATICAL JOURNAL 108: 199-209 (2001)
6Massey DBCOMPOSITIO MATHEMATICA 125: 353-362 (2001)
7Tapp DSJOURNAL OF PURE AND APPLIED ALGEBRA 212: 2314-2319 (2008)
8Guibert G et alMATHEMATICAL RESEARCH LETTERS 16: 439-448 (2009)
9Massey DBINTERNATIONAL JOURNAL OF MATHEMATICS 20: 491-507 (2009)
90.

Dadarlat M, Nagy G, Pasnicu C, Némethi A

Réduction du rang stable topologique dans les C∗-algèbres limites inductives.

COMPTES RENDUS DE L ACADEMIE DES SCIENCES SERIE I-MATHEMATIQUE 312:(1) pp. 107-108. (1991)

IF: 0.330

Folyóiratcikk/Szakcikk/Tudományos

1990

91.

Zaharia A, Némethi A

On the bifurcation set of a polynomial function and Newton boundary.

PUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 26:(4) pp. 681-689. (1990)

IF: 0.318

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 50 Függő idéző: 12 Összesen: 62

1BRÉLIVET T
2Takeuchi K
3Sabbah C
4*NEMETHI A et alINDAGATIONES MATHEMATICAE-NEW SERIES 3: 323-335 (1992)
5*Némethi A et alIndagationes Mathematicae 3: 323-335 (1992)
6Dimca ASingularities and topology of hypersurfaces, Springer, 1992.
7Le V T et alKodai Mathematical Journal 17: 409-419 (1994)
8Thanh LV et alPUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES 31: 577-598 (1995)
9PARUSINSKI ACOMPOSITIO MATHEMATICA 97: 369-384 (1995)
10Siersma D et alDUKE MATHEMATICAL JOURNAL 80: 771-783 (1995)
11Siersma D et al (1995)
12*Vui HH et alMATHEMATISCHE ANNALEN 304: 481-488 (1996)
13*Zaharia AKodai Mathematical Journal 19: 218-233 (1996)
14Durfee A HArxiv preprint alg-geom/9702019 : (1997)
15*Loi T L et alArxiv preprint math/9706226 : (1997)
16Paunescu L et alArxiv preprint math/9707230 : (1997)
17Tibar MCOMPTES RENDUS DE L ACADEMIE DES SCIENCES SERIE I-MATHEMATIQUE 324: 1031-1035 (1997)
18*Loi TL et alILLINOIS JOURNAL OF MATHEMATICS 42: 449-457 (1998)
19Tibar M et alMANUSCRIPTA MATHEMATICA 99: 383-393 (1999)
20Dimca A et alArxiv preprint math/9906064 : (1999)
21*Nemethi AJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 51: 63-70 (1999)
22Tibar MLONDON MATHEMATICAL SOCIETY LECTURE NOTE SERIES : 249-264 (1999)
23*Nemethi A et alABHANDLUNGEN AUS DEM MATHEMATISCHEN SEMINAR DER UNIVERSITAT HAMBURG 69: 25-35 (1999)
24*Némethi A et alSemicontinuity of the spectrum at infinity In: Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg, Springer, 1999.
25Cassou-Noguès P et alKodai Mathematical Journal 22: 131-139 (1999)
26Bartolo EA et alMATHEMATISCHE ZEITSCHRIFT 233: 679-696 (2000)
27Dimca A et alTOPOLOGY 39: 1035-1043 (2000)
28Artal E et alCOMMUNICATIONS IN ALGEBRA 28: 1767-1787 (2000)
29Bonnet P et alBULLETIN DES SCIENCES MATHEMATIQUES 124: 557-571 (2000)
30*Paunescu L et alMANUSCRIPTA MATHEMATICA 103: 351-361 (2000)
31Neumann WD et alMATHEMATISCHE ANNALEN 318: 149-180 (2000)
32Masternak MUniv. Iagel. Acta Math 39: 179-188 (2001)
33*Dimca A et alDUKE MATHEMATICAL JOURNAL 108: 199-209 (2001)
34Escribano JPROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY 130: 2419-2424 (2002)
35Escribano JPROCEEDINGS-AMERICAN MATHEMATICAL SOCIETY 130: 2419-2424 (2002)
36Delabaere E et alDUKE MATHEMATICAL JOURNAL 112: 199-264 (2002)
37Rabier PJMANUSCRIPTA MATHEMATICA 109: 493-509 (2002)
38Tibar MSingularities and topology of meromorphic functions, 2002.
39Tibar MTrends in singularities : 223-246 (2002)
40Ishikawa MJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 54: 161-196 (2002)
41*Dimca A et alТруды Математического института им. ВА Стеклова 238: 106-123 (2002)
42RODAK TBulletin of the Polish Academy of Sciences: Mathematics 51: 93 (2003)
43Douai A et alGauss-Manin systems, Brieskorn lattices and Frobenius structures (I) In: ANNALES DE L INSTITUT FOURIER, 2003.
44Douai A et alGauss-Manin systems, Brieskorn lattices and Frobenius structures (I) In: Annales de l'institut Fourier, Chartres: L'Institut, 1950-, 2003.
45Dimca AHyperplane arrangements, M-tame polynomials and twisted cohomology, 2003.
46Dimca ACommutative Algebra, Singularities and Computer Algebra (Sinaia 2002), Kluwer, NATO Science Series 115: 113-126 (2003)
47Bodin AMANUSCRIPTA MATHEMATICA 113: 371-382 (2004)
48Dimca ASheaves in topology, Springer Verlag, 2004.
49D’acunto D et alRevista Matemática Complutense 18: 493-501 (2005)
50Brélivet TSingularités Franco-Japonaises 10: 39-59 (2005)
51Siersma D et alLectures on the topology of polynomial functions and singularities at infinity, 2007.
52Krasinski TActa Math. Vietnam 32: 2-3 (2007)
53Tibăr M MPolynomials and vanishing cycles, Cambridge Univ Pr, 2007.
54Pham TSJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 60: 1065-1081 (2008)
55Lenarcik A et alUniv. Iagell. Acta Math 47: 283-296 (2009)
56Ying C et alArxiv preprint arXiv:1011.4884 : (2010)
57Pham TSKODAI MATHEMATICAL JOURNAL 33: 294-309 (2010)
58Cicortas G et alTOPOLOGY AND ITS APPLICATIONS 157: 635-642 (2010)
59Raibaut MUniversité Nice Sophia-Antipolis : (2010)
60Esterov AArxiv preprint arXiv:1110.4060 : (2011)
61Matsui Y et alMATHEMATISCHE ZEITSCHRIFT 268: 409-439 (2011)
62Dias LRG et alArxiv preprint arXiv:1103.5715 : (2011)
92.

Dadarlat M, Némethi A

Shape theory and (connective) K-theory.

JOURNAL OF OPERATOR THEORY 23:(2) pp. 207-291. (1990)

IF: 0.337

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 34 Függő idéző: 26 Összesen: 60

1Goodearl K RPublicacions matematiques 36: 637-654 (1992)
2BLACKADAR B et alMATHEMATISCHE ANNALEN 292: 111-126 (1992)
3*DADARLAT M et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 432: 39-55 (1992)
4*Dadarlat M et alJ. reine angew. Math 432: 55 (1992)
5*Dadarlat MK-theory 7: 133-143 (1993)
6*DADARLAT MMATHEMATISCHE ANNALEN 297: 671-676 (1993)
7*Dadarlat MK-theory 8: 465-482 (1994)
8*Dădărlat MA suspension theorem for continuous trace $ C\ sp* $-algebras In: Proc. Amer. Math. Soc, 1994.
9*DADARLAT MPROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY 120: 761-769 (1994)
10*Dadarlat M et alAlgebraic methods in operator theory : 316-327 (1994)
11*DADARLAT M et alJOURNAL OF FUNCTIONAL ANALYSIS 126: 367-383 (1994)
12GOODEARL KRROCKY MOUNTAIN JOURNAL OF MATHEMATICS 24: 1405-1430 (1994)
13*DADARLAT MDUKE MATHEMATICAL JOURNAL 73: 687-711 (1994)
14*Dadarlat MK-theory 9: 117-137 (1995)
15LORING TAJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 51: 353-364 (1995)
16Loring T AJournal of the London Mathematical Society 51: 353 (1995)
17*Dadarlat MJournal für die reine und angewandte Mathematik (Crelles Journal) 1995: 189-212 (1995)
18*DADARLAT MJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 460: 189-212 (1995)
19Wolbert JPreprint : (1995)
20Elliott GA et alDUKE MATHEMATICAL JOURNAL 85: 511-554 (1996)
21*Dadarlat M et alMATHEMATISCHE ANNALEN 305: 601-616 (1996)
22*Brown LG et alJOURNAL OF THE LONDON MATHEMATICAL SOCIETY-SECOND SERIES 53: 582-600 (1996)
23*Brown L G et alJournal of the London Mathematical Society 53: 582 (1996)
24Dawson DA et alPreprint : (1996)
25Pasnicu CMATHEMATICA SCANDINAVICA 78: 112-120 (1996)
26Elliott GA et alAMERICAN JOURNAL OF MATHEMATICS 118: 263-290 (1996)
27Elliott GA et alANNALS OF MATHEMATICS 144: 497-610 (1996)
28Elliott G A et alAnnals of mathematics : 497-610 (1996)
29Cerin ZShape theory for arbitrary C*-algebras In: PAPERS ON GENERAL TOPOLOGY AND APPLICATIONS: ELEVENTH SUMMER CONFERENCE AT THE UNIVERSITY OF SOUTHERN MAINE, 1996.
30*Dadarlat M et alGEOMETRIC AND FUNCTIONAL ANALYSIS 7: 646-711 (1997)
31Manuilov V M et alAlmost commutativity implies asymptotic commutativity, Københavns Universitet, 1997.
32Lin HJournal of Operator Theory 37: 121-154 (1997)
33Gong GHMATHEMATICA SCANDINAVICA 80: 41-55 (1997)
34Gong GHMATHEMATICA SCANDINAVICA 80: 56-100 (1997)
35*Dadarlat MDuke Math. J 73: 687-711 (1997)
36Pasnicu CContemporary Mathematics 228: 277-288 (1998)
37Gong GH et alJOURNAL OF OPERATOR THEORY 40: 217-275 (1998)
38Elliott G A et alContemporary Mathematics 228: 87-98 (1998)
39Gong GHJOURNAL OF FUNCTIONAL ANALYSIS 152: 281-329 (1998)
40Wolbert JJJOURNAL OF PURE AND APPLIED ALGEBRA 124: 289-323 (1998)
41*Dadarlat M et alK-THEORY 14: 281-304 (1998)
42*Dadarlat M et alJOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 507: 1-13 (1999)
43*Dadarlat M et alJournal für die reine und angewandte Mathematik (Crelles Journal) 1999: 1-13 (1999)
44Li LQK-THEORY 18: 161-172 (1999)
45*Dadarlat M et alCANADIAN MATHEMATICAL BULLETIN-BULLETIN CANADIEN DE MATHEMATIQUES 42: 274-284 (1999)
46*Dadarlat M et alCanadian Mathematical Bulletin 42: 274-284 (1999)
47Lin HXTRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 351: 5027-5049 (1999)
48Pasnicu CPACIFIC JOURNAL OF MATHEMATICS 192: 159-182 (2000)
49Pasnicu CPacific J. Math 192: 159-182 (2000)
50*Dadarlat M et alMATHEMATISCHE ZEITSCHRIFT 235: 499-523 (2000)
51MARDESIC S et alHandbook of the history of general topology 3: 1145 (2001)
52Li LQJOURNAL OF FUNCTIONAL ANALYSIS 192: 1-51 (2002)
53Gong GDocumenta Mathematica 7: 255-461 (2002)
54Porter TArxiv preprint gr-qc/0210075 : (2002)
55Porter TArxiv preprint gr-qc/0210075 : (2002)
56*Dadarlat MINTERNATIONAL JOURNAL OF MATHEMATICS 15: 919-957 (2004)
57*Dadarlat M et alArxiv preprint arXiv:0707.4050 : (2007)
58Elliott GA et alINVENTIONES MATHEMATICAE 168: 249-320 (2007)
59Gong GH et alJOURNAL OF FUNCTIONAL ANALYSIS 258: 2119-2143 (2010)
60Uuye OArxiv preprint arXiv:1104.3478 : (2011)

1988

93.

Némethi A

Lefschetz theory for complex affine varieties.

REVUE ROUMAINE DE MATHÉMATIQUES PURES ET APPLIQUÉES 33:(3) pp. 233-250. (1988)

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 21 Függő idéző: 3 Összesen: 24

1Cukierman F
2Dimca ATopology 29: 511-514 (1990)
3Parusiński ABulletin of the London Mathematical Society 23: 429 (1991)
4*Némethi A et alIndagationes Mathematicae 3: 323-335 (1992)
5Dimca ASingularities and topology of hypersurfaces, Springer, 1992.
6Aluffi P et almanuscripta mathematica 78: 245-258 (1993)
7PARUSI SKI ACompositio mathematica 97: 369-384 (1995)
8García-López R et alyear: 1996 100: 227 (1996)
9*García López R et alCompositio Mathematica 100: 205-232 (1996)
10Paunescu L et alArxiv preprint math/9707230 : (1997)
11Dimca A et alArxiv preprint math/9906064 : (1999)
12*Némethi AJournal of the Mathematical Society of Japan 51: 63-70 (1999)
13Cassou-Noguès P et alKodai Mathematical Journal 22: 131-139 (1999)
14Dimca AArxiv preprint math/0011073 : (2000)
15Dutertre N et alGeometrical and Topological Properties of Polynomial Fibres, CRM, 2002.
16Ishikawa MJournal of the Mathematical Society of Japan 54: 161-196 (2002)
17Dimca A et alThe Annals of Mathematics 158: 473-507 (2003)
18Dutertre NGeometriae Dedicata 105: 43-59 (2004)
19Dimca AArxiv preprint math/0507501 : (2005)
20Tibăr M MPolynomials and vanishing cycles, Cambridge Univ Pr, 2007.
21Ying C et alArxiv preprint arXiv:1011.4884 : (2010)
22Cicortas G et alTopology and its Applications 157: 635-642 (2010)
23Eriksson DArxiv preprint arXiv:1106.3096 : (2011)
24Dias LRG et alArxiv preprint arXiv:1103.5715 : (2011)

1987

94.

Némethi A

On the fundamental group of the complement of certain singular plane curves.

MATHEMATICAL PROCEEDINGS OF THE CAMBRIDGE PHILOSOPHICAL SOCIETY 102:(3) pp. 453-457. (1987)

IF: 0.461

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 8 Összesen: 8

1SIERSMA DTOPOLOGY 30: 445-469 (1991)
2MASSEY DB et alANNALES DE L INSTITUT FOURIER 42: 737-778 (1992)
3SHIMADA ITOPOLOGY 34: 509-531 (1995)
4Shimada ICOMPOSITIO MATHEMATICA 104: 125-133 (1996)
5Shimada IAMERICAN JOURNAL OF MATHEMATICS 119: 127-157 (1997)
6Kulikov VSIZVESTIYA MATHEMATICS 61: 89-112 (1997)
7Cerveau D et alJOURNAL OF NUMBER THEORY 68: 217-228 (1998)
8Tono KMANUSCRIPTA MATHEMATICA 97: 75-79 (1998)

1986

95.

Némethi A

Théorie de Lefschetz pour les variétés algébriques affines.

COMPTES RENDUS DE L ACADEMIE DES SCIENCES SERIE I-MATHEMATIQUE 303:(12) pp. 567-570. (1986)

IF: 0.254

Folyóiratcikk/Szakcikk/Tudományos

Független idéző: 14 Függő idéző: 2 Összesen: 16

1HA HVCOMPTES RENDUS DE L ACADEMIE DES SCIENCES SERIE I-MATHEMATIQUE 311: 429-432 (1990)
2DIMCA ATOPOLOGY 29: 511-514 (1990)
3Siersma D et alDUKE MATHEMATICAL JOURNAL 80: 771-783 (1995)
4Vui HH et alMATHEMATISCHE ANNALEN 304: 481-488 (1996)
5*Némethi AJ MATH SOC JPN 51: 63-70 (1999)
6*Nemethi AJOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN 51: 63-70 (1999)
7Artal Bartolo E et alMATH Z 233: 679-696 (2000)
8Bartolo EA et alMATHEMATISCHE ZEITSCHRIFT 233: 679-696 (2000)
9Dimca A et alTOPOLOGY 39: 1035-1043 (2000)
10Artal Bartolo E et alCOMMUN ALGEBRA 28: 1767-1787 (2000)
11Artal E et alCOMMUNICATIONS IN ALGEBRA 28: 1767-1787 (2000)
12Tibar MSingularities and topology of meromorphic functions, 2002.
13Dimca A et alANN MATH 158: 473-507 (2003)
14Dimca A et alANNALS OF MATHEMATICS 158: 473-507 (2003)
15Dutertre NGEOMETRIAE DEDICATA 105: 43-59 (2004)
16Siersma D et alLectures on the topology of polynomial functions and singularities at infinity, 2007.
96.

Némethi A

The link of the sum of the holomorphic functions.

In: Proceedings of the National Conference. Targoviste, Románia, 1986.01.01

[hiányzó városnév]: p. &. Paper &.

Konferenciacikk/Előadás vagy poszter cikke/Tudományos

1983

97.

Némethi A

Asupra geometriilor euclidiana si neeuclidiene plane.

STUDII SI CERCETARI MATEMATICE 35:(1) p. &. (1983)

Folyóiratcikk/Szakcikk/Tudományos