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Linking Structure and Topology in Single-Chain Nanoparticles Using Simulations and Scattering Data. [PDF]
Werner M +4 more
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Lipid-mediated hydrophobic gating in the BK potassium channel. [PDF]
Coronel L +4 more
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Trigonometric function transformation and its application in software reliability modeling. [PDF]
Vy DN +4 more
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"Why Break the Y": A Novel Technique for Retrieval of an Impacted Airway Foreign Body.
Marripati BK +3 more
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Study on generalized BK-5th recurrent Finsler space
Computational Mathematics and its Applications, 2023In this paper, we present a novel new class and investigate the connection between the K-projective curvature tensor and other tensors of Finsler space Fn, this space is characterized by the property for Cartan’s 4th curvature tensor satisfies the certain relationship with the given covariant vectors field, we define this space as a generalized BK-5th
Al-Qashbari Adel Mohammed Ali +1 more
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Vector-Valued Integration in $BK$-Spaces
Zeitschrift für Analysis und ihre Anwendungen, 1996Questions of convergence in B K-spaces, i.e. Banach spaces of complex-valued sequences x = (x_k)_{k \in \mathbb Z} with continuity of all functionals
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Reflexivity of the shift operator on some BK spaces
Rendiconti del Circolo Matematico di Palermo (1952 -), 2013zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Bagheri, L., Yousefi, B.
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A Class of Reflexive Symmetric Bk-Spaces
Canadian Journal of Mathematics, 1969We denote by ω the linear space of all sequences of real or complex numbers. A linear subspace of ω is called a sequence space. A sequence space E is a BK-space (9) if it is equipped with a norm under which: first, E is a Banach space and second, each of the coordinate maps x → xi is continuous. Let ∑ be the group of all permutations of Z+ = {1, 2, 3, …
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A new BK-space defined by regular matrix of Lucas numbers
Journal of Interdisciplinary Mathematics, 2019AbstractThe purpose of this paper is to introduce the Lucas sequence space which is a BK-space with the help of a regular matrix of Lucas numbers for 0 < p < ∞.
Ayse Metin Karakas, Murat Karakas
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