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Cosine families and semigroups really differ [PDF]
Let \(X\) be a Banach space and \(\mathcal{L}(X)\) the space of all bounded linear operators on \(X\). This paper investigates the differences between the theories of two \(\mathcal{L}(X)\)-valued functions: the cosine familes and the semigroups of linear operators on \(X\).
Wojciech Chojnacki, Adam Bobrowski
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Rendiconti Del Circolo Matematico Di Palermo, 2021
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Khalil Moussa Ouja +1 more
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Khalil Moussa Ouja +1 more
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Journal of Elliptic and Parabolic Equations, 2022
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Abdelmjid Benmerrous +4 more
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Abdelmjid Benmerrous +4 more
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On Multivalued Cosine Families [PDF]
The author gives the following result: Let \(X\) be a real Banach space and let \(K\) be a closed convex cone in \(X\) such that \(\text{int\,}K\neq\emptyset\). Assume that \(\{F_t: t\in\mathbb{R}\}\) is a regular cosine family of continuous linear multifunctions \(F_t: K\to cc(X)\) and \(x\in F_t(x)\) for all \(x\in K\) and \(t\in\mathbb{R}\).
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LOCAL C-COSINE FAMILIES AND N-TIMES INTEGRATED LOCAL COSINE FAMILIES
For the investigation of ill-posed first-order abstract Cauchy problems, the theory of \(C\)-semigroups and \(n\)-times integrated semigroups has been developed and intensively studied in the last 20 years. The main technical tool in these investigations was the exhausting use of vector-valued Laplace transforms theory.
Takenaka, T., Piskarev, S.
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Demicompactness Properties for Uniformly Continuous Cosine Families
Mediterranean Journal of Mathematics, 2022Let \(X\) be a Banach space and let \((C(t))_{t\in\mathbb{R}}\) be a strongly continuous cosine family with generator \(A\). Let \(S(t)\) be a related sine family. Denote \(\Psi_1=\{t>0: C(t)\text{ is demicompact}\}\) and \(\Psi_2=\{t>0: I-(tI-S(t))\text{ is demicompact}\}\). Let \(B\) be a compact operator in \(X\). By \(\tilde{C}\) and \(\tilde{S}\),
Asrar Elleuch +2 more
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On bi-continuous cosine families
In this article, we introduce and investigate bi-continuous cosine families. Those are inspired by the theory of bi-continuous semigroups which had an impact in the area of evolution equations in the last decades. The idea here is again that we equip the underlying Banach space with an additional locally convex topology.
Christian Budde
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Cosine families of operators and applications
Lecture Notes in Mathematics, 1986Michiaki Watanabe
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