Paulus K, van Steirteghem B (2025)
Publication Type: Journal article
Publication year: 2025
Book Volume: 35
Pages Range: 419-444
Journal Issue: 2
Let K be a simple and simply connected compact Lie group. We call a (twisted) quasi-Hamiltonian K-manifold M a quasi-Hamiltonian model space if it is multiplicity free and its momentum map is surjective. We explicitly identify the subgroups of the Lie algebra of a maximal torus of K, which, by F.Knop’s classification of multiplicity free quasi-Hamiltonian manifolds, are in one-to-one correspondence with the isomorphism classes of quasi-Hamiltonian model K-spaces.
APA:
Paulus, K., & van Steirteghem, B. (2025). Quasi-Hamiltonian Model Spaces. Journal of Lie Theory, 35(2), 419-444.
MLA:
Paulus, Kay, and Bart van Steirteghem. "Quasi-Hamiltonian Model Spaces." Journal of Lie Theory 35.2 (2025): 419-444.
BibTeX: Download