Results 21 to 30 of about 9,818 (190)
A Schauder basis for $$L_2$$ consisting of non-negative functions [PDF]
Mathematische Annalen, 2021 26 ...
Daniel Freeman +2 more
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Binary Operations in Metric Spaces Satisfying Side Inequalities
Mathematics, 2021 The theory of metric spaces is a convenient and very powerful way of examining the behavior of numerous mathematical models. In a previous paper, a new operation between functions on a compact real interval called fractal convolution has been introduced.
María A. Navascués +2 more
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Uniformly factoring weakly compact operators and parametrised dualisation
Forum of Mathematics, Sigma, 2021 This article deals with the problem of when, given a collection $\mathcal {C}$ of weakly compact operators between separable Banach spaces, there exists a separable reflexive Banach space Z with a Schauder basis so that every element in $\mathcal {C ...
L. Antunes, K. Beanland, B. M. Braga
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Metacognition and Cognitive Flexibility in Autistic and Neurotypically-Developing Populations. [PDF]
Brain BehavASD individuals can have superior metacognition in the tasks that rely on visuo‐spatial cognition. Cognitive flexibility is diminished by overconfidence, not by metacognitive deficit. ABSTRACT Purpose Whether and how metacognition is altered in individuals with autistic spectrum disorder (ASD) is intensely debated.
Ordin M +4 more
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On Λ-Fibonacci difference sequence spaces of fractional order
Dera Natung Government College Research Journal, 2021 In this article, we introduce -Fibonacci difference operator of fractional order which is obtained by the composition of -Fibonacci matrix and backward fractional difference operator defined by and introduce the sequence spaces and We give some ...
Taja Yaying
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Haar system as Schauder basis in Besov spaces: The limiting cases for 0 < p <= 1 [PDF]
, 2018 We show that the d-dimensional Haar system H^d on the unit cube I^d is a Schauder basis in the classical Besov space B_{p,q,1}^s(I^d ...
Oswald, Peter
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A geometrical characterization of Schauder basis [PDF]
Archiv der Mathematik, 1980 Concerning basis in a Banach space, a characterization for a weak basis to be a Schauder basis is given in terms of the geometrical behavior of the set of linear, closed hulls wich are generated by subsequences of the expansion sequences of the basis.
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Embedding subspaces of 𝑙ⁿ_{∞} into spaces with Schauder basis [PDF]
Proceedings of the American Mathematical Society, 1993 It is proved that for sufficiently small ε > 0
Piotr Mankiewicz +1 more
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Some New Cauchy Sequence Spaces
Universal Journal of Mathematics and Applications, 2018 In this paper, our goal is to introduce some new Cauchy sequence spaces. These spaces are defined by Cauchy transforms. We shall use notations $C_{\infty }\left( s,t\right) $, $C\left( s,t\right) $ and $C_{0}\left( s,t\right) ~$for these new sequence ...
Harun Polat
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Constraint Qualification with Schauder Basis for Infinite Programming Problems
Applied Mathematics & Optimization, 2023 AbstractWe consider infinite programming problems with constraint sets defined by systems of infinite number of inequalities and equations given by continuously differentiable functions defined on Banach spaces. In the approach proposed here we represent these systems with the help of coefficients in a given Schauder basis.
E. M. Bednarczuk +2 more
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