Nati Linial
Hebrew University
Wednesday, 19 November, 2008
Abstract:
In this talk I survey several basic problems in Combinatorics which take on
a new life when we take a high-dimensional perspective of well-known
objects. In particular we move from graphs to simplicial complexes and from
matrices to higher-dimensional tensors. In particular we speak about a
combinatorial perspective of simplicial topology, including an extremal
view and a probabilistic one. We also ask for higher-dimensional analogues
of numerous basic combinatorial objects such as permutations.
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