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Open Access Catalog for African Scholarship
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Author: Mouton, Sonja
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Polynomially Riesz elements: a study via Fredholm and Ruston theory
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Similar Items: Polynomially Riesz elements: a study via Fredholm and Ruston theory
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(Generalized) B-Fredholm theory relative to a Banach algebra homomorphism
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Fredholm theory in ordered Banach algebras
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Riesz theory and Fredholm determinants in Banach algebras
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Fredholm theory in general Banach algebras
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Riesz-eienskappe van lineere operatore
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Fredholm theory in Von Neumann algebras
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Fredholm classes in operator algebras
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Concrete foundations of the theory of Noetherian forms
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Rank one and finite rank elements of Banach algebras
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Positive weighted koopman semigroups on banach lattice modules
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The trace of nuclear elements in Banach algebras
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Spectral theory in commutatively ordered banach algebras
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Domination and generalized domination in ordered Banach algebras
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Yamamoto type theorems in Banach algebras
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Derivations on operator algebras
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A noncommutative sigma model
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Continuity of Drazin and generalized Drazin inversion in Banach algebras
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Operational quantities in C* algebras
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Functions of operators and the classes associated with them
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The Radon-Nikodym and the Krein-Milman properties in Banach spaces
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Spectrum preserving linear mappings between Banach algebras
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Operator algebras and quantum information
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Binary closure operators
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Metrical aspects of the complexification of tensor products and tensor norms
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