[PDF] Top 20 Space of Operators and Property (MB)
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Space of Operators and Property (MB)
... In 1992, Saab and Smith [1] studied Banach spaces with the property that every un- conditionally converging operator from such a space to an arbitrary Banach space is weakly completely continuous. It ... See full document
6
Product of differentiation and composition operators on the logarithmic Bloch space
... Let X and Y be two Banach spaces. Recall that a linear operator T : X → Y is said to be compact if it takes bounded sets in X to sets in Y which have compact closure. The essen- tial norm of an operator T between X and Y ... See full document
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Nonwandering operators in Banach space
... hypercyclic operators and linear chaotic operators have been intensively studied ...hypercyclic operators was by Birkhoff (see ...of operators (see [1, 2, 3, 4, 5, 6, 8, 9, 10, 11, 12, 16, 17, ... See full document
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Schatten Class Toeplitz Operators on the Bergman Space
... Toeplitz operators on the Hardy space other than the zero ...Bergman space setting, however, there are lots of nontrivial compact Toeplitz operators belonging to different Schatten ...Hankel ... See full document
16
On a Class of Composition Operators on Bergman Space
... Hankel operators on the Bergman ...natural operators on Hilbert spaces of analytic ...Bergman space into itself satisfies cer- tain averaging condition if and only if the operator S satisfy the ... See full document
11
Generalized fractional calculus to a subclass of analytic functions for operators on Hilbert space
... In this paper, we investigate some generalized results of applications of fractional integral and derivative operators to a subclass of analytic functions for operators on Hilbert space.[r] ... See full document
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Isomorphism of Groups of Operators on Hilbert Space
... Sincere effort has been made in order to study isomorphism of groups of operators. It is a well known fact that a mapping from a group to another group satisfying a set of special conditions is called an ... See full document
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A study on numerical range of operators in a hilbert space
... Notwithstanding the fact that the numerical range is still a useful to o l f o r the study of finite matrices, the scope of the concept of numerical ranges has been enlarged by its usefu[r] ... See full document
107
Locally Defined Operators and Locally Lipschitz Composition Operators in the Space WBVp(·)([a, b])
... given operators have arisen in many branches of science such as the theory of optimal control, economics, biological, mathematical physics and ...nonlinear operators, there is a distinguished class called ... See full document
18
A representation theorem for operators on a space of interval functions
... Linear Functional Operations on Functions Having Discontinuities of the First Kind, Bulletin of A.M.S.. St.-Nagy Lecons d’analyse fonctionelle, 3rd edition, Akademiai Kiado 1955.[r] ... See full document
12
Integral operators on the section space of a Banach bundle
... A bounded operator T V W between Banach spaces is called an integral operator in the sense of Grothendieck if there is a bounded linear functional on the inductive tensor product VW* suc[r] ... See full document
10
Fredholm Weighted Composition Operators on Dirichlet Space
... As corollaries, in the end of this paper one gives the characterization of bounded invertible and unitary weighted composition operator on D, respectively. Some idea of this paper is derived from 4, 13, which ... See full document
8
Duality Property for Positive Weak Dunford Pettis Operators
... Dunford-Pettis operators was used by Aliprantis and Burkinshaw 1 and Kalton and Saab 2 when they studied the domination property of Dunford-Pettis ...Dunford-Pettis operators do not satisfy the ... See full document
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On some fuzzy hyponormal operators
... Definition 2.3. [9] Let (X ,F, ∗) be a FIP-space,where ∗ is strong t- norm,and for each x,y ∈ X , sup{t ∈ R : F (x, y,t) < 1} < ∞. Define h., .i : X ×X → R by hx,yi = sup{t ∈ R : F (x, y,t) < 1}.Then (X , ... See full document
5
Ideal Amenability of Banach Algebras and Some Hereditary Properties
... Since there is no Hahn-Banach theorem for operators, there is none for bilinear continuous forms. In other words, let E and F be two Banach spaces with G as a subspace of E and let φ ∈ BL ( , ; ) G F C , where ... See full document
9
Tauberian operators in p adic analysis
... 1. Introduction. Throughout this paper, K is a non-archimedean non-trivially val- ued complete field with a valuation | |. Let E and F be infinite-dimensional Banach spaces over K. Let L(E,F) stand for the set of all ... See full document
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7. TENSOR PRODUCTS OF NON - WANDERING SEMIGROUPS
... supercyclic operators and hypercyclic operators in the infinite - dimensional linear ...hypercyclic operators are chaotic [2]. From then on, most hypercyclic operators were shown to be ... See full document
6
On the Limited p-Schur Property of Some Operator Spaces
... p-Schur property, then all operators on M , such as evaluation operators, are limited ...p-Schur property of closed subspace M of some operator spaces with respect to the limited p-converging ... See full document
12
Some new characterizations of the Bloch space
... It is of some importance to give new characterizations for a function space, since, for example, it can be useful in the study of operators acting on the space. For example, by using the last ... See full document
10
The Big Gap Beyond? Property, Planning and Space
... and space in conceptual terms: just as it is not enough to say that Morley leaves this gap, or ‘blank space’ behind, neither can we adopt Delaney’s vision of the indivisible nomosphere (2010), nor argue ... See full document
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