Search Results - operators on locally convex spaces of vector-valued continuous functions

Weighted composition operators on non locally convex weighted spaces with operator-valued weights by Klilou, Mohammed, Oubbi, Lahbib

“…In this paper, we propose a general framework for the study of the weighted spaces of vector-valued continuous functions…”
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Vector-Valued Functions Generated by the Operator of Finite Order and Their Application to Solving Operator Equations in Locally Convex Spaces by Man’ko, S. N.

“… replacement of the operator of the integrated parameter. Solutions are vector-valued functions represented by power series or integral…”
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Application of Upper Hemi-Continuous Operators on Generalized Bi-quasi-variational Inequalities in Locally Convex Topological Vector Spaces by Chowdhury, Mohammad S. R., Tan, Kok-Keong

“…Let E and F be Hausdorff topological vector spaces over the field \Phi, let \lan , \ran:F\ti E\ra\Phi be a bilinear functional, and let X be a non-empty subset of E…”
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The space of vector-valued integrable functions under certain locally convex topologies by Maghsoudi, Saeid

“…Let E be a Banach space, Ω a locally compact space, and μ a positive Radon measure on Ω…”
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Weak Compactness and Vector-Valued Measures in Locally Convex Spaces by Tweddle, Ian

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Stokes-type Integral Equalities for Scalarly Essentially Integrable Locally Convex Vector Valued Forms which are Functions of an Unbounded Spectral Operator by Silvestri, Benedetto

“… To obtain our equality we generalize the main result of that article, and employ the Stokes theorem for smooth locally convex vector valued forms established in a prodromic paper…”
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STOKES-TYPE INTEGRAL EQUALITIES FOR SCALARLY ESSENTIALLY INTEGRABLE LOCALLY CONVEX VECTOR-VALUED FORMS WHICH ARE FUNCTIONS OF AN UNBOUNDED SPECTRAL OPERATOR by Silvestri, Benedetto

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On Some Approximation Theorems for Power q -Bounded Operators on Locally Convex Vector Spaces by Lemle, Ludovic Dan

“…, in themore general framework of locally convex vector spaces…”
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Geometrical Characterization of RN-operators between Locally Convex Vector Spaces by Reinov, Oleg, Asfand Fahad

“…For locally convex vector spaces (l.c.v.s.) \(E\) and \(F\) and for linear and continuous operator \(T: E \rightarrow F…”
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Operators with Single-valued Extension Property on Locally Convex Spaces by Stoian, Sorin Mirel

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Certain locally convex topologies on the discrete vector-valued Lebesgue spaces by Maghsoudi, Saeid, Nasr-Isfahani, Rasoul

“…Let Γ be a set and ( E , ‖·‖ E ) be a nontrivial Banach space. In this paper, through generalizing to vector-valued discrete Lebesgue spaces ℓ 1 (Γ, E…”
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Some optimality conditions of set-valued optimization problems in locally convex topological vector spaces by Zeng, Renying

“…In this article, we work with set-valued optimization problems in locally convex topological vector spaces…”
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Weighted composition operators on non locally convex weighted spaces with operator-valued weights

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On some approximation theorems for power q-bounded operators on locally convex vector spaces by Lemle, Ludovic Dan

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On some approximation theorems for power q-bounded operators on locally convex vector spaces by Lemle, Ludovic Dan

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PERTURBATIONS OF SEMI-FREDHOLM OPERATORS IN LOCALLY CONVEX TOPOLOGICAL VECTOR SPACES by LE, CHU QUANG

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The Egoroff Theorem for Operator-Valued Measures in Locally Convex Spaces by Haluška, Ján, Hutník, Ondrej

“…\)-algebra of subsets of \(T \neq \emptyset\) and \(\bold X\), \(\bold Y\) are both locally convex spaces, is proved…”
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ON THE MINIMAL SPACE OF SURJECTIVITY QUESTION FOR LINEAR TRANSFORMATIONS ON VECTOR SPACES WITH APPLICATIONS TO SURJECTIVlTY OF DIFFERENTIAL OPERATORS ON LOCALLY CONVEX SPACES by D.K. COHOON

“…We use transfinite induction to show that if L is an epimorphism of a vector space V and maps a vector subspace W of V into a proper subspace of itself, then there is a smallest subspace E of V containing W such that L(E) E…”
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On the minimal space of surjectivity question for linear transformations on vector spaces with applications to surjectivity of differential operators on locally convex spaces by Cohoon, D. K.

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On Locally Convex Spaces Between Which All Linear Continuous Operators Are Bounded, Almost Bounded by Taştüner, Emre

“…In this thesis, we study locally convex spaces between which all linear continuous operators are bounded, almost…”
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