Main  Participants  Program  Location  Photos  Registration  
Program (226 Kb) Courses:S. Barannikov. Lecture 1: Invariants of Morse complexes, persistent homology and their applications;Lecture 2: Derived deformation theory, extended moduli spaces and solutions to WDVV equations; Lecture 3: Introduction to semiinfinite Hodge structures. C. Brav. Derived deformation theory in noncommutative algebraic geometry. B. Kim. GromovWitten Theory and GLSM. D. Osipov. Arithmetic of algebraic curves. I. Taimanov. Introduction to Integrable Surfaces.Short talks:S. Abramyan. Higher Whitehead products in momentangle complexes and substitution of simplicial complexes. G. Chernykh. SUbordism and the ring of c_1spheric bordism. V. Kulikov. Hypergeometric series and MellinBarnes integrals for zeros of the system of Laurent polynomials. I. Levin. Isomorphism of Nakajima and Slodowy varieties. K. Loginov. Semistable degenerations of Fano varieties. G. Papayanov. Reconstruction of a Lie algebra from its universal enveloping. D. Tyurin. Milnor Kgroups and Kahler differentials. E. Zhuravleva. Higher Whitehead products and Linfinity structures in toric topology .


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