Forthcoming events in this series
15:45
Operads revisited
Abstract
15:45
Quasiregular maps, hyperbolic groups, and rigidity of manifolds
Abstract
15:45
15:45
15:45
Local-to-global principles for classifying spaces
Abstract
15:45
14:15
K-THEORY DAY : Trees, building, elliptic operators, and K-theory for group C*-algebras
15:45
15:45
15:45
15:45
15:45
Description of invariant complex structures and calculation of related Chern numbers on generalized symmetric spaces
15:45
An algebraic model for the loops on the p-completion of the classifying space of a finite group
15:45
Characteristic classes of A-infinity algebras
Abstract
There is a construction, due to Kontsevich, which produces cohomology classes in moduli spaces of Riemann surfaces from the initial data of an A-infinity algebra with an invariant inner product -- a kind of homotopy theoretic notion of a Frobenius algebra.
In this talk I will describe a version of this construction based on noncommutative symplectic geometry and use it to show that homotopy equivalent A-infinity algebras give rise to cohomologous classes. I will explain how the whole framework can be adapted to deal with Topological Conformal Field Theories in the sense of Costello, Kontsevich and Segal.
15:45
Topology of moduli space III
Abstract
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15:45
Topology of moduli spaces II
(which will be self-contained and independent of -though not unrelated to- part I)
Cobordism cate
Abstract
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