TAUCHI, Taito
JSPS Postdoctoral Research Fellow
My research interests are branching laws for infinite-dimensional representations of real reductive Lie groups. My main method of the research is the theory of algebraic analysis such as hyperfunctions and D-modules. Especially, I consider infinite-dimensional representations realized on function spaces on homogeneous spaces. My special interests are the branching laws of such representations, which reflect the geometry of the homogeneous spaces.
Keywords | Representation Theory, Algebraic Analysis, D-module, Branching Law, Infinite-dimensional Representation, Real Reductive Lie Group |
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