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A non-linear lower bound for planar epsilon-nets

CSCE 669 Project Presentation (Paper Reading) Student Presenter: Praveen Tiwari Original Author: Noga Alon, Tel Aviv University Publication: FOCS '10 Proceedings of the 2010 IEEE 51 st Annual Symposium on Foundations of Computer Science.

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Every H -decomposition of K n has a nearly resolvable alternative

Every H -decomposition of K n has a nearly resolvable alternative. Wilson: e ( H ) | n ( n -1)/2 and gcd ( H ) | n -1 n >> then there exists an H -decomposition of K n . There may be many distinct H -decompositions of K n which vary in their properties.

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A non-linear lower bound for planar epsilon-nets

Every H -decomposition of K n has a nearly resolvable alternative