4 citations · 6 across the 4 of their papers we have counts for
5 papers
Integrability of unitary representations on reproducing kernel spaces
Karl-Hermann Neeb, Stephane Merigon, Gestur Olafsson
Let g be a Banach Lie algebra and τ: g ---> g an involution. Write g=h+q for the eigenspace decomposition of g with respect to τand g^c := h+iq for the dual Lie algebra. In this ar…
Categories of unitary representations of Banach-Lie supergroups and restriction functors
Stephane Merigon, Karl-Hermann Neeb, Hadi Salmasian
We prove that the categories of smooth and analytic unitary representations of Banach--Lie supergroups are well-behaved under restriction functors, in the sense that the restrictio…
Analytic extension techniques for unitary representations of Banach-Lie groups
Stéphane Merigon, Karl-Hermann Neeb
Let be a Banach--Lie group with involutive automorphism , $\g = \fh \oplus \fq$ be the -eigenspaces in the Lie algebra $\g$ of , and be the identity…
Integrating representations of Banach--Lie algebras
Stéphane Merigon
We give two integrability criteria for representations of Banach--Lie algebras as skew-symmetric unbounded operators on a dense domain of a Hilbert space.
Branching laws for discrete Wallach points
Stéphane Merigon, Henrik Seppänen
We consider the (projective) representations of the group of holomorphic automorphisms of a symmetric tube domain that are obtained by analytic continuation of the hol…