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Mini-Workshop: Lattice Polytopes: Methods, Advances, Applications
Lattice polytopes arise naturally in many different branches of pure and applied mathematics such as number theory, commutative algebra, combinatorics, toric geometry, optimization, and mirror symmetry. The miniworkshop on "Lattice polytopes: methods, advances, applications" focused on two current hot topics: the classification of lattice polytopes with few lattice points and unimodality questions for Ehrhart polynomials. The workshop consisted of morning talks on recent breakthroughs and newdoi:10.14760/owr-2017-44 fatcat:gn6trgwuxjej7fgvn4goe4nhlq