Member for 11 years, 11 months
I work at ELTE, Budapest, in the MTA-ELTE Combinatorial Geometry Research Group. I'm primarily interested in combinatorial geometry, complexity theory and combinatorics.
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- 46 If a unitsquare is partitioned into 101 triangles, is the area of one at least 1%?
- 45 Can we color Z^+ with n colors such that a, 2a, ..., na all have different colors for all a?
- 37 Is there a finite family of functions such that the max of any two functions can be dominated by a third?
- 34 Does LOGLOG = NLOGLOG?
- 31 Is there a natural problem on the naturals that is NP-complete?
- 31 What is simplest polynomial algorithm for PLANARITY?
- 30 Does every bipartite graph with 512 edges have an induced subgraph with 256 edges?
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