Homology of Lie algebras of generalized Jacobi matrices and its orthogonal, symplectic variants.
Monday, 7.5.18, 14:15-15:15, Hörsaal FRIAS, Albertstr. 19
In 1983, B. Feigin and B. Tsygan related the Homology of the\nLie algebra of generalized Jacobi matrices over a field k of\ncharacteristic 0. In this talk, I will explain my work with A. Fialowski on extension of their result to i) over any associative unital k-algebra R and ii) their orthogonal and symplectic subalgebras over R.
Some global analytic properties of VHS (…and of Hodge Modules)
Friday, 11.5.18, 10:30-11:30, FRIAS
Hyperbolicity of moduli spaces of CY
Thursday, 17.5.18, 10:30-11:30, Hörsaal FRIAS, Albertstr. 19
Mixed Hodge theory and representations of fundamental groups of algebraic varieties
Friday, 18.5.18, 10:30-11:30, Hörsaal FRIAS, Albertstr. 19
Number Theory Day
Friday, 1.6.18, 00:00-01:00, Basel