Séminaire d'Homotopie et Géométrie Algébrique
Logarithmic Hochschild co/homology for logarithmically smooth schemes
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Europe/Paris
IMT 1R2 207 (Salle Pellos)
IMT 1R2 207
Salle Pellos
Description
In this joint work with Marci Hablicsek and Leo Herr, we investigate an adaptation of the notion of Hochschild co/homology for logarithmic schemes, encoding their combinatorics and administrating mild singularities. We set up a geometric framework to prove the Hochschild-Kostant-Rosenberg isomorphism and some desirable properties of this invariant in this logarithmic version.