FINITE DIMENSIONAL SEMIGROUPS OF UNITARY ENDOMORPHISMS OF STANDARD SUBSPACES

Neeb KH (2021)

Publication Type: Journal article

Publication year: 2021

Journal

Representation Theory American Mathematical Society

Book Volume: 25

Pages Range: 300-343

DOI: 10.1090/ert/566

Abstract

Let V be a standard subspace in the complex Hilbert space H and G be a finite dimensional Lie group of unitary and antiunitary operators on H containing the modular group (Delta(it)(V))(t is an element of R) of V and the corresponding modular conjugation J(V). We study the semigroup

Authors with CRIS profile

Karl Hermann Neeb Lehrstuhl für Mathematik (Lie-Gruppen und Darstellungstheorie)

How to cite

APA:

Neeb, K.H. (2021). FINITE DIMENSIONAL SEMIGROUPS OF UNITARY ENDOMORPHISMS OF STANDARD SUBSPACES. Representation Theory, 25, 300-343. https://dx.doi.org/10.1090/ert/566

MLA:

Neeb, Karl Hermann. "FINITE DIMENSIONAL SEMIGROUPS OF UNITARY ENDOMORPHISMS OF STANDARD SUBSPACES." Representation Theory 25 (2021): 300-343.

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