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Results in Mathematics, 1993
Let \(T= (t_{nk})\) be a row-finite matrix such that each column belongs to the space \(bv\) of sequences of bounded variation. The \(T\)-sections of a sequence \(x= (x_ k)\) are defined as \(t^ n x:= \sum_ k t_{nk} x_ k e^ k\), where \(e^ k:= (\delta_{ki})_ i\) \((k\in \mathbb{K})\).
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Let \(T= (t_{nk})\) be a row-finite matrix such that each column belongs to the space \(bv\) of sequences of bounded variation. The \(T\)-sections of a sequence \(x= (x_ k)\) are defined as \(t^ n x:= \sum_ k t_{nk} x_ k e^ k\), where \(e^ k:= (\delta_{ki})_ i\) \((k\in \mathbb{K})\).
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Approximation Theory, Sequence Spaces and Applications
Industrial and Applied Mathematics, 2022G. D. V. Gowda +42 more
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BELL DIFFERENCE SEQUENCE SPACES
jnanabhaIn this article we define the new sequence spaces Bˆ ∞ (∆), Bˆ c (∆) and Bˆ 0 (∆) by introducing a new regular matrix Bˆ ∆ with the composition of the Bell matrix Bˆ and the backward difference operator ∆. Also we have determined the Schauder basis, certain inclusion relations, α−, β− and γ−duals along with matrix transformations.
Jena, Diptimayee, Dutta, Salila
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Double sequence spaces defined over an n-normed sequence space
Afrika Matematika, 2012zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Sequence Spaces: Topics in Modern Summability Theory
Sequence Spaces, 2020Mohammad Mursaleen, F. Başar
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Current Opinion in Chemical Biology, 2017
From their early roots in natural products, peptides now represent an expanding class of novel drugs. Their modular structures make them ideal candidates for pooled library screening approaches. Key technologies for library generation and screening, such as SICLOPPS, phage display and mRNA display, give unparalleled access to tight binding peptides ...
Obexer, Richard +2 more
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From their early roots in natural products, peptides now represent an expanding class of novel drugs. Their modular structures make them ideal candidates for pooled library screening approaches. Key technologies for library generation and screening, such as SICLOPPS, phage display and mRNA display, give unparalleled access to tight binding peptides ...
Obexer, Richard +2 more
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1994
Among the most important and simplest normed and Banach spaces are the sequence spaces—vector subspaces of the vector space ℝℕ of all real sequences. The sequence spaces can be thought of as the “building blocks” of Banach spaces and Banach lattices.
Charalambos D. Aliprantis, Kim C. Border
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Among the most important and simplest normed and Banach spaces are the sequence spaces—vector subspaces of the vector space ℝℕ of all real sequences. The sequence spaces can be thought of as the “building blocks” of Banach spaces and Banach lattices.
Charalambos D. Aliprantis, Kim C. Border
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Mathematical Logic Quarterly, 1993
AbstractThis paper studies the metric structure of the space Hr of absolutely summable sequences of real numbers with at most r nonzero terms. Hr is complete, and is located and nowhere dense in the space of all absolutely summable sequences. Totally bounded and compact subspaces of Hr are characterized, and large classes of located, totally bounded ...
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AbstractThis paper studies the metric structure of the space Hr of absolutely summable sequences of real numbers with at most r nonzero terms. Hr is complete, and is located and nowhere dense in the space of all absolutely summable sequences. Totally bounded and compact subspaces of Hr are characterized, and large classes of located, totally bounded ...
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1994
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
FISHER, B, PEHLIVAN, S
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
FISHER, B, PEHLIVAN, S
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