(
[1] Oravecz Ferenc, Stationary, cylindrical symmetric vacuum
space times, master thesis,
[2] F. Oravecz, D. Petz, On the eigenvalue distribution of some symmetric random matrices,
Acta Sci. Math., 63 (1997), 383-395.
[3] F. Oravecz, The Marchenko-Pastur
distribution as the limit of distribution of some symmetric random matrices, Ann. Univ. Sci.
Budap. Rolando Eoetvoes, Sect. Math. 41,
(1998), 93-101.
[4] Oravecz F., Partitions, pair partitions, Polygon
VIII/1 (1998), 27-37 (in Hungarian).
[5] Oravecz Ferenc, Random matrices
and the free Poisson-law, Ph.D. thesis, Technical University
of Budapest, 1999 (in Hungarian), (88 pages).
[6] F. Oravecz, Symmetric
partitions and pairings, Colloq. Math. 86
No. 1 (2000), 93-101.
[7] F. Oravecz, On the powers of Voiculescu's
circular elements, Studia Math. 145 (1) (2001), 85-95.
[8] F. Oravecz, Favoured
solutions of the moment problem, Acta Math. Hungar. 92 (2001), no.3, 173-177
[9] F. Oravecz, The
deformed Poisson-law as certain transform of the deformed Gaussian-law,
to appear in Infin. Dimens. Anal. Quantum Probab. Relat. Top. (12 pages).
[10] F. Oravecz, Fermi-convolution,
Infin. Dimens. Anal. Quantum Probab. Relat. Top. 5 (2002) no.2, 235-242.
[11] G. Kozma, F. Oravecz, On the gaps between zeros of trigonometric polynomials, to appear
in Real Analysis Exchange (7 pages).
[12] F. Oravecz, n-Fermions,
in preparation.
[1] F. Oravecz, The
eigenvalue distribution of some symmetric random matrices and the free Poisson
law, Infinite Dimensional Analysis and Quantum Probability Conference,
plenary talk, 1997, Rome, Italy.
[2] F. Oravecz, Partitions
and Pair-partitions in Free Probability Theory, seminar talk at the
Mathematical Institute of the University of Wroclaw, 1997, Wroclaw, Poland.
[3] F. Oravecz, The Wigner-law as the
favoured solution of the moment problem, Quantum Probability conference,
plenary talk, 1998,
[4] Oravecz Ferenc, Powers
of circular elements in free probability, Conference and Competition of the
Hungarian Ph.D. Students in Mathematics, plenary talk and competition assay,
1998, Szeged, Hungary.
[5] F. Oravecz, Partitions
and moments, Concentrated advanced course on Free Probability, plenary
talk, 1999,
[6] F. Oravecz, The
combinatorics of free probability, seminar talk at the Departement of
Mathematics, University of Dhaka, 2000, Dhaka, Bangladesh.
[7] F. Oravecz, Introduction
to non-commutative probability theory, seminar talk at the Physics
Departement, Tribhuvan University, 2000, Khatmandu, Nepal.
[8] F. Oravecz, The
deformed Poisson-law as the distribution of certain operators, Quantum
Probability and Infinite Dimensional Analysis conference, 2000, Göd, Hungary.
[9] F. Oravecz, Fermi-convolution,
seminar talk at the Mathematical Institute of the
[10] F.
Oravecz, Poissonisation, Quantum
Probability and Infinite Dimensional Analysis Conference, plenary talk, 2001,
[11] F. Oravecz, Introduction
to non commutative probability theeory I-II, seminar talk at the Tel Aviv
University, School ofMathematics, 2001,
Tel Aviv, Israel.
[12] F. Oravecz, An
introduction to quantum chaos, seminar talk at the Mathematical Institute
of the Technical University of Budapest, Budapest, Hungary, 2001, Tel Aviv, Israel.
[13] F. Oravecz, Non commutative probability theory: a
combinatorial approach, Meeting of the EEC Research Training
Network “Classical Analysis, Operator Theory, Geometry of Banach
Spaces, their interplay and their applications”, plenary talk, 2002,
Bordeaux, France.
[14] F. Oravecz, On the gaps between zeros of trigonometric
polynomials, Analysis and Operators at Biarritz Conferenc of the EEC Research
Training Network “Classical Analysis, Operator Theory, Geometry of Banach Spaces, their interplay and their applications”, plenary
talk, 2002, Biarritz, France.
[15] F. Oravecz, Zeros
of trigonometric polynomials, seminar talk at the Graduate School of
Information Sciences, Tohoku University, 2002, Sendai, Japan.
[16] F. Oravecz, Fermi
convolution, ???seminar talk at the Graduate School of Information
Sciences, Tohoku University, 2002, Sendai, Japan.
[17] F. Oravecz, Fermi
convolution, ???seminar talk at the Graduate School of Information
Sciences, Tohoku University, 2002, Chungbuk University, Korea.