Szilárd Révész Address: Alfréd Rényi Institute of Mathematics,          Hungarian Academy of Sciences          H-1053 Budapest, Reáltanoda u. 13-15.          H-1364 Budapest, P. O. Box: 127 Phone:   (36-1) 483-8300 Fax:     (36-1) 483-8333 e-mail:  revesz@renyi.hu          Currently visiting at:  Kuwait University, See:    http://math.sci.kuniv.edu.kw/people/faculty/revesz-szilard

Main fields of interest

• Fourier Analysis
• Potential Theory
• Functional Analysis
• Geometry and Analysis
• Multivariate Polynomial Inequalities
• Approximation Theory
• Analytic Number Theory
• Extremal Problems in Analysis
• Probabilistic Methods in Analysis

On my work

• Curriculum Vitae
• List of publications
• Publikációs lista magyarul
• Full Text of Research Papers (when available)
• Preprints, dissertation and other publications

Lecture Notes

• Erdös theorems on the characterization of the logarithm - BSM Number Theory Course lecture notes
• Properties of entropy - BSM Number Theory Course lecture notes
• Potential theory (in Hungarian) - lecture notes for the PhD course at ELTE (under development)
• The Prime Number Theorem and Landau's Extremal Problems - Harmonic Analysis Seminar at the Rényi Institute Lecture Notes
• Potential Theory of R^n - by S. Szabó, Lecture notes based on the lectures of Sz. Révész

Activities organized

• Ninth Summer School in Potential Theory, Nyíregyháza, Hungary, 2010
  • Homepage
• Third Workshop on Fourier Analysis and Related Fields, Budapest, Hungary, 17-23 September, 2009
  • Homepage
• Eighth Summer School in Potential Theory, Budapest, Hungary, 2009
  • Homepage
• Seventh Summer School in Potential Theory, Baja, Hungary, 2008
  • Homepage
• Theorie Analytique des Polynomes et Analyse Fourier, Groupe de Travail, Institut Henri Poincare, 2006-2007.
  • Open Problems
• Second Workshop on Fourier Analysis Extremal Problems, Budapest, 18-24 September, 2007
  • Homepage
• Sixth Summer School in Potential Theory, 2007
  • Homepage
• Fifth Summer School in Potential Theory, 2006
  • Homepage
• Workshop on Fourier Analysis Extremal Problems and Approximation, Budapest, 2005
  • Homepage
• Fourth Summer School in Potential Theory, 2005
  • Homepage
• Third Summer School in Potential Theory, 2004
• Announcement
• Second Summer School in Potential Theory, 2003
• Announcement
• Program (Homepage of Sándor Szabó)
• First Summer School in Potential Theory, 2002
• Program

Research projects

• Harmonic Analysis and Applications (project coordinator)
  Hungarian National Science Foundation Grant # K 100 461
• Fourier Analysis (participating researcher)
  French-Hungarian Cooperation Project (C.N.R.S. - Hungarian Academy of Sciences), # F 11/00
• Problems of Prime Distribution (participating researcher)
  European Research Council - Advanced Researcher Grant of J. Pintz # ERC- AdG 228005
• Additive Problems and Fourier Analysis (participating researcher)
  Hungarian National Science Foundation Grant # K 081 658
• Number Theory and Analysis (participating researcher)
  Hungarian National Science Foundation Grant # K 072 731
• Analytic Methods in Number Theory (participating researcher)
  French-Hungarian Governmental RTD Cooperation Project ("Balaton project"), # F 10/08
• Probability and Analysis (participating researcher)
  Hungarian Academy of Sci. - Russian Academy of Sci. Research Exchange Project, # RU 2008/4
• Approximation Theory (coordinator)
  Bulgarian Academy od Sciences - Hungarian Academy of Sciences Research Exchange Project, # BU 2008/5
• Extremal problems in Fourier analysis and applications
  Bourse individuelle "Marie Curie" Intra Europeenne, Contract # MEIF-CT-2005-022927
• Harmonic analysis and additive combinatorics (participating researcher)
  Hungarian National Science Foundation Grant # K 61908
• Positive Definite Functions, Extremal Problems and Applications (theme leader)
  Hungarian National Science Foundation Grant # T 049 301
• Analytic Methods in Number Theory (participating researcher)
  Hungarian National Science Foundation Grant # T 049 693
• Classical Analysis, Function Spaces and Wawelets (theme leader)
  Hungarian - Spanish Governmental Research and Technology Development Cooperation Project, # E 38/04
• Extremal Problems in Fourier Analysis (theme leader)
  French-Hungarian Governmental RTD Cooperation Project ("Balaton project"), # F 10/04
• Extremal problems for polynomials and positive definite functions in approximation theory and combinatorial geometry (coordinator)
  Hungarian Academy of Sci. - Russian Academy of Sci. (Ural Branch) Research Exchange Project, # RU 2005/4
• Approximation Theory (coordinator)
  Bulgarian Academy od Sciences - Hungarian Academy of Sciences Research Exchange Project, # BU 2004/5