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Kontsevich and Buchstaber polynomials, multiplication kernels and Calabi–Yau Differential operators

来源: 11-28

时间:Nov. 28, 16:00-17:00

地点:A6-1 ZOOM: 873 9209 0711(PW: BIMSA)

组织者:Nicolai Reshetikhin, Andrey Tsiganov, Ivan Sechin

主讲人:Vladimir Rubtsov (Université d’Angers)

Abstract

We discuss several result on ongoing work in collaboration (with I. Gaiur & D. Van Straten and with V. Buchstaber & I. Gaiur) on interesting properties of multiplicative generalized Bessel kernels, which include the famous Clausen and Sonine –Gegenbauer formulas, examples of polynomials for Kontsevich discriminant locus given as addition laws for special 2-valued formal groups (Buchstaber–Novikov–Veselov) as well as connections with «period functions» solving some Picard–Fuchs type equations and associated with analogues of Landau–Ginzburg superpotentials.

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