Results 21 to 30 of about 2,185,505 (314)
A New Class of s-type X(u,v;l_p(E)) Operators
Sakarya Üniversitesi Fen Bilimleri Enstitüsü Dergisi, 2019 In thisstudy, we introduce the class of s-type X(u,v;l_p(E)) operators, L_(u,v;E). Also we show that this class is a quasi-Banach operator ideal and we study onthe properties of the classes which are produced via different types ofs-numbers.
Pınar Zengin Alp, Merve İlkhan
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Genericity and Universality for Operator Ideals [PDF]
Quarterly Journal of Mathematics, 2017 A bounded linear operator $U$ between Banach spaces is universal for the complement of some operator ideal $\mathfrak{J}$ if it is a member of the complement and it factors through every element of the complement of $\mathfrak{J}$. In the first part of
K. Beanland, R. Causey
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When do L-fuzzy ideals of a ring generate a distributive lattice?
Open Mathematics, 2016 The notion of L-fuzzy extended ideals is introduced in a Boolean ring, and their essential properties are investigated. We also build the relation between an L-fuzzy ideal and the class of its L-fuzzy extended ideals.
Gao Ninghua, Li Qingguo, Li Zhaowen
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Operator Ideals arising from Generating Sequences [PDF]
, 2011 In this note, we will discuss how to relate an operator ideal on Banach spaces to the sequential structures it defines. Concrete examples of ideals of compact, weakly compact, completely continuous, Banach-Saks and weakly Banach-Saks operators will be ...
Wong, Ngai-Ching
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Unconditionality in tensor products and ideals of polynomials, multilinear forms and operators [PDF]
, 2010 We study tensor norms that destroy unconditionality in the following sense: for every Banach space $E$ with unconditional basis, the $n$-fold tensor product of $E$ (with the corresponding tensor norm) does not have unconditional basis.
Carando, Daniel, Galicer, Daniel
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$M$-ideals of compact operators [PDF]
Illinois Journal of Mathematics, 1993 A subspace \(E\) of a Banach space \(X\) is called an \(M\)-ideal if the annihilator \(E^ \perp\) of \(E\) in the dual admits a subspace \(F\) such that \(X^*\) is the \(\ell^ 1\)-direct sum of \(E^ \perp\) and \(F\). The investigation of the problem whether for a space \(X\) the space of compact operators \(K(X)\) is an \(M\)-ideal in the bounded ...
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On Neutrosophic Vague Binary BZMZ^dM Sub-algebra of BZMZ^dM-algebra in Neutrosophic Vague Binary Sets [PDF]
Neutrosophic Sets and Systems, 2021 In Model theory, common algebraic structures found are Lattices and Boolean Algebras. In the broad field of research, various algebraic structures can be introduced for a set. BCK, BCI, BCH, BH etc. are some of them.
P. B. Remya, A. Francina Shalini
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Nilpotent elements of operator ideals as single commutators [PDF]
, 2017 For an arbitrary operator ideal I, every nilpotent element of I is a single commutator of operators from I^t, for an exponent t that depends on the degree of nilpotency.
K. Dykema, Amudhan Krishnaswamy-Usha
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Rowmotion and generalized toggle groups [PDF]
Discrete Mathematics & Theoretical Computer Science, 2018 We generalize the notion of the toggle group, as defined in [P. Cameron-D. Fon-der-Flaass '95] and further explored in [J. Striker-N. Williams '12], from the set of order ideals of a poset to any family of subsets of a finite set.
Jessica Striker
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Lipschitz integral operators represented by vector measures
Applied General Topology, 2021 In this paper we introduce the concept of Lipschitz Pietsch-p-integral mappings, (1≤p≤∞), between a metric space and a Banach space. We represent these mappings by an integral with respect to a vector measure defined on a suitable compact Hausdorff ...
Elhadj Dahia, Khaled Hamidi
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