GTC Seminars Spring 2016 – Combinatorics Research Group

Spring 2016

2016-01-19 Gregory J. Puleo– Maximal k-edge-colorable subgraphs, Vizing’s Theorem, and Tuza’s Conjecture
2016-01-26 Dhruv Mubayi– New Developments in Hypergraph Ramsey Theory
2016-02-02 Douglas B. West– Minimum Degree and Dominating Paths
2016-02-09 Jozef Skokan– The Multicolour Ramsey Number of a Long Odd Cycle
2016-02-16 Andrew McConvey – Strengthening theorems of Dirac and Erdős on disjoint cycles
2016-02-23 Anton Bernshteyn – The asymptotic behavior of the correspondence chromatic number
2016-03-01 Kevin Ford– Permutations fixing a k-set
2016-03-08 Ryan Martin– Rainbow arithmetic progressions
2016-03-15 Tao Jiang– Hypergraph Turan numbers via Lagrangians and symmetrization
2016-03-22 Spring Break
2016-03-29 Zoltán Füredi– Subtended angles
2016-04-05 Cancelled
2016-04-12 Andrew Treglown– On solution-free sets of integers
2016-04-19 Adam Zsolt Wagner– The number of union-free families
2016-04-26 André Raspaud– Incidence coloring of graphs and oriented incidence coloring of digraphs
2016-05-03 Jaehoon Kim– An extension of blow-up lemma to approximate decomposition
2016-05-05 Ilkyoo Choi– Improper colorings of graphs on surfaces