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Norm Transitive Semigroups on Operator Algebra
Complex Analysis and Operator Theory, 2012This paper considers the operator norm transitivity of continuous linear operators on the operator algebra \(B(X)\) for a separable Banach space \(X\). The author proves that the transitivity of a semigroup \(\mathcal{A}\) of continuous linear mappings on \(B(X)\) with the operator norm implies that \(\mathcal{A}\) is hypercyclic for the strong ...
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Transitive Vector Spaces of Bounded Operators
Canadian Mathematical Bulletin, 1984AbstractThe linear subspace S of B(X, Y), the space of bounded operators from the Banach space X to the Banach space Y, is said to be transitive if Sx is dense in Y for all x ≠ 0. We give a number of conditions, involving operators intertwined by S, which imply that S is not transitive, and conditions which, when X = Y, imply that the commutant of S is
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A note on transitive operator algebras
2003\(K\) est un espace compact, \(X\) un espace de Banach, \(m\) un homomorphisme borné unitaire de \(C(K)\) dans \(L(X)\), puis \(A\) une algèbre faiblement fermée contenant \(m(C(K))\), telle que les seuls sous-espaces \(A\)-invariants sont \(X\) et l'ensemble réduit à l'élément nul.
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An Operational Guide for Transition Planning
JONA: The Journal of Nursing Administration, 2008Kelly, Guzman +2 more
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What Do We Know When? Modeling Predictability of Transit Operations
IEEE Transactions on Intelligent Transportation Systems, 2022Beda Büchel, Francesco Corman
exaly
Designing bus rapid transit systems: Lessons on service reliability and operations
Case Studies on Transport Policy, 2020Oded CATS
exaly
The Performance of Bus-Transit Operators
2007De Borger, Bruno, Kerstens, Kris
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