ifj. Böröczky Károly

Research Professor
Academic degree:
MTA Doctor of Science
Research group:
-
Research department:
Erdős Center, Geometry
Room:
III/1.

Introduction

My main fields of interest are

  • Lattice points in large bodies;
  • Minkowski type Monge-Ampere equations, Logarithmic Brunn-Minkowski conjecture;
  • Toric varieties, applications to singularities;
  • Finite packings and coverings;
  • Quasi-crystals;
  • Gaussian polytopes, Approximation of convex bodies by polytopes;
  • Valuations on convex bodies.

Awards

2015
Rényi Prize
Alfréd Rényi Institute of Mathematics
2005
János Bolyai Research Fellowship
Magyar Tudományos Akadémia / Hungarian Academy of Sciences
2004
Erdős Pál Prize
Magyar Tudományos Akadémia

Grants

Valuations on lattice polytopes
-
Sztochasztikus és analitikus geometria
-
Additive Problems and Fourier Analysis
-
Logarithmic Brunn-Minkowski Conjecture
-
Evaluations on convex boies and representation theory
-
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