Graph Homomorphisms and limits:

  • Graph homomorphisms, statistical physics, and quasirandom graphs (2004); PowerPoint
  • Graph limits, Szemerédi's Regularity Lemma, and some Banach spaces (2005); PowerPoint
  • Random graphs and limits of graph sequences (2005); PowerPoint
  • Graph limits and graph homomorphisms (2006); PowerPoint
  • Limits of randomly grown graph sequences (2007); PowerPoint
  • Convergent sequences of sparse graphs (status report) (2007); PowerPoint
  • Graph Algebras (2007); PowerPoint
  • Which graphs are extremal? (2007); PowerPoint
  • Local and global convergence in bounded degree graphs (2009); PowerPoint
  • The Mathematical Challenge of Large Networks, Budapest, July 2010; PowerPoint
  • Graph algebras and graph limits (2010); PowerPoint
  • Regularity partitions and the topology of graphons (2010); PowerPoint
  • Graph limit theory: an overview (2012), PowerPoint
  • Szemerédi's Regularity Lemma (2012), English ppt; Hungarian ppt
  • Nondeterministic graph property testing (2012) English ppt; Hungarian ppt
  • Szemidefinit programozás és extremális gráfelmélet (2012) Hungarian ppt
  • Extremal graph theory and limits of graphs (2012) English ppt;
    • Hungarian ppt

    Geometric representations of graphs:

  • Geometric representations of graphs (2000),PowerPoint
  • Steinitz representations of graphs (2000), PowerPoint
  • Eigenvalues and geometric representations of graphs I-II-III (2002); PowerPoint-I ..PowerPoint-II ..PowerPoint-III
  • Discrete analytic functions: Global information from local observation, March 2003; PowerPoint
  • Gráfok és geometria (2012); Hungarian ppt

    • Other math:

  • Critical facets of the stable set polytope (2000); PowerPoint
  • A perfect notion (to the memory of Claude Berge) (2004); PowerPoint
  • Volume Computation (2004); PowerPoint
  • Sampling algorithms and Markov chains (2012); PowerPoint

    • General audience:

  • Discrete mathematics: the last and next decade (2000); PowerPoint
  • Classical mathematics and new challenges: theorems and algorithms (2000); PowerPoint
  • Topological nonexistence results in complexity theory and combinatorics (2001); PowerPoint
  • Trends in Mathematics: How could they Change Education? (2009); PowerPoint
  • Visual and Logical Beauty in Mathematics (2010); PowerPoint
  • 100 éve született Gallai Tibor (2012); Hungarian ppt


    • Last modified December 18, 2012.