Specialization along a family of divisors (joint work with N.Honda, Hokkaido University) The multi-specialization functor is a natural extension of the specialization functor along a single closed submanifold to that along several closed ones. It generalizes the bi-specialization of Schapira and Takeuchi. This functor gives important objects in analysis such as the sheaves of strongly asymptotically developable holomorphic functions. We will explain, in this talk, these new functor and relative properties.
Seminar on Analysis at University of Tsukuba