Yoshiki Oshima

Last Update 2018/01/25
My research interest lies in the representation theory of Lie groups, particularly branching laws of representations. The branching law describes how a given representation decomposes when restricted to a subgroup, which is a mathematical formulation of the breaking symmetry. In my thesis, I studied the branching laws of a certain class of representations of real reductive groups (the socalled derived functor modules) in terms of a geometric realization of representations by using Dmodules on the flag variety.
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