Joint spectra of representations of Lie algebras by compact operators
Given X a complex Banach space, L a complex nilpotent finite dimensional Lie algebra, and ρ: L → L(X), a representation of L in X such that ρ(l) ∈ K(X) for all l → L, the Taylor, the Słodkowski, the Fredholm, the split and the Fredholm split joint spectra of the representation ρ are computed....
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| Formato: | JOUR |
| Acceso en línea: | http://hdl.handle.net/20.500.12110/paper_00170895_v46_n2_p355_Boasso |
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| Sumario: | Given X a complex Banach space, L a complex nilpotent finite dimensional Lie algebra, and ρ: L → L(X), a representation of L in X such that ρ(l) ∈ K(X) for all l → L, the Taylor, the Słodkowski, the Fredholm, the split and the Fredholm split joint spectra of the representation ρ are computed. |
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