20/01/2017, 11:30 — 12:30 — Sala P3.10, Pavilhão de Matemática
Urs Schreiber, Czech Academy of Sciences, Prague
Duality in String/M-theory from Cyclic cohomology of Super Lie $n$-algebras
I discuss how, at the level of rational homotopy theory, all the pertinent dualities in string theory (M/IIA/IIB/F) are mathematically witnessed and systematically derivable from the cyclic cohomology of super Lie $n$-algebras. I close by commenting on how this may help with solving the open problem of identifying the correct generalized cohomology theory for M-flux fields, lifting the classification of the RR-fields in twisted K-theory.
This is based on joint work with D. Fiorenza and H. Sati arxiv:1611.06536
Organizadores correntes: Roger Picken, Marko Stošić.
Projecto FCT PTDC/MAT-GEO/3319/2014, Quantization and Kähler Geometry.