10:00 to 11:00 Claudia Scheimbauer (Max-Planck-Institut für Mathematik, Bonn)Dualizability in the higher Morita category In this talk I will explain how one can use geometric arguments to obtain results on dualizablity in a factorization version’’ of the Morita category. We will relate our results to previous dualizability results (by Douglas-Schommer-Pries-Snyder and Brochier-Jordan-Snyder on Turaev-Viro and Reshetikin-Turaev theories). We will discuss applications of these dualiability results: one is to construct examples of low-dimensional field theories “relative” to their observables. An example will be given by Azumaya algebras, for example polynomial differential operators (Weyl algebra) in positive characteristic and its center. (This is joint work with Owen Gwilliam.) INI 1 11:00 to 11:30 Morning Coffee 11:30 to 12:30 Markus Spitzweck (Universität Osnabrück)Hermitian K-theory for Waldhausen infinity categories with genuine duality In the talk we will introduce the concept of an infinity category with genuine duality, a refinement of the notion of a duality on an infinity category. We will then define the infinity category of Waldhausen infinity categories with genuine duality and study the hermitian/real K-theory functor on this category. In particular we will state and indicate a proof of the Additivity theorem in this context. This is joint work with Hadrian Heine and Paula Verdugo. INI 1 12:30 to 13:30 Buffet Lunch at INI