M. Kitagawa

most citedUniformly bounded multiplicities, polynomial identities and coisotropic actions

4 citations · 4 across the 2 of their papers we have counts for

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math.RT2021

Family of $D$ -modules and representations with a boundedness property

Masatoshi Kitagawa

In the representation theory of real reductive Lie groups, many objects have finiteness properties. For example, the lengths of Verma modules and principal series representations a…

math.RT2021★ 4 cited

Uniformly bounded multiplicities, polynomial identities and coisotropic actions

Masatoshi Kitagawa

Let $G_{R}$ be a real reductive Lie group and $G_{R}^{'}$ a reductive subgroup of $G_{R}$ such that $g^{'}$ is algebraic in $g$ . In this…

Family of D-modules and representations with a boundedness property

Uniformly bounded multiplicities, polynomial identities and coisotropic actions

Family of $D$ -modules and representations with a boundedness property