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Victor Batyrev 'Combinatorial construction of minimal models of nondegenerate toric hypersurfacess'
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It is our pleasure to share the Big Seminar talk "Combinatorial construction of minimal models of nondegenerate toric hypersurfacess" by Victor Batyrev.
Abstract: The talk will be devoted to a new elementary combinatorial construction of minimal projective birational models of complex hypersurfaces defined by zeros of a Laurent polynomial f in d complex variables. The proposed construction is based on combinatorial methods of convex geometry that connect the Newton polytope of a Laurent polynomial f with toric varieties.
Abstract: The talk will be devoted to a new elementary combinatorial construction of minimal projective birational models of complex hypersurfaces defined by zeros of a Laurent polynomial f in d complex variables. The proposed construction is based on combinatorial methods of convex geometry that connect the Newton polytope of a Laurent polynomial f with toric varieties.
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