Past Events
2008-2009
Apr
23
Maria Chudnovsky, Columbia University
Packing seagulls in graphs with no stable set of size three
Fine Hall 801 /
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Apr
16
Boris Bukh, Princeton University and UCLA
Geometric selection theorems
Fine Hall 224 /
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Apr
09
William Cook, Georgia Institute of Technology
Linear Programming Relaxations for the TSP
Fine Hall 224 /
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Apr
03
Jeff Kahn, Rutgers University
The number of 3-SAT functions
Fine Hall 224 /
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Mar
26
Po-Shen Loh, Princeton University and UCLA
Avoiding small subgraphs in Achlioptas processes
Fine Hall 224 /
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Mar
12
Van Vu, Rutgers University
Inverse Littlewood-Offord theory, Smooth Analysis and the Circular Law
Fine Hall 224 /
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Mar
05
Zeev Dvir, IAS
New bounds on the size of Kakeya sets in finite fields
Fine Hall 224 /
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Feb
26
Joel Spencer, Courant Institute for Mathematics, NYC
Finding Lovasz's Needle in an Exponential Haystack
Fine Hall 224 /
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Feb
19
Avi Wigderson, IAS
Randomness extractors - applications and constructions
Fine Hall 224 /
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Feb
12
Jan Hladky, Charles University, Prague
Square-paths and square-cycles in graphs with high minimum degree
Fine Hall 322 /
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Feb
05
Hoi H. Nguyen, Rutgers University
On simple additive configurations in random sets
Fine Hall 224 /
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Dec
11
Paul Wollan, Universität Hamburg
Packing cycles with modularity
Fine Hall 224 /
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Dec
03
Robin Thomas, Georgia Institute of Technology
Coloring triangle-free graphs on surfaces
Fine Hall 224 /
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Nov
21
Melvyn B. Nathanson, The City University of New York
Quasi-isometries, phase transitions, and other problems in additive number theory
Fine Hall 1201 /
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Nov
06
Philip Matchett Wood, Rutgers University
On the Singular Probability of Random Discrete Matrices
Fine Hall 224 /
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Oct
23
Noga Alon, Tel-Aviv University and IAS
Eliminating cycles in the torus via isoperimetric inequalities
Fine Hall 224 /
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Oct
16
Oleg Pikhurko, Carnegie-Mellon University
The Maximum Number of Colorings of Graphs of Given Order and Size
Fine Hall 224 /
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Sep
25
Alexandra Ovetsky Fradkin, Princeton University
An approximate version of Hadwiger's conjecture for claw-free graphs
Fine Hall 224 /
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