Results 31 to 40 of about 432,921 (266)
Upper bound estimate of incomplete Cochrane sum
Open Mathematics, 2017 By using the properties of Kloosterman sum and Dirichlet character, an optimal upper bound estimate of incomplete Cochrane sum is given.
Ma Yuankui, Peng Wen, Zhang Tianping
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A Bound of Fast Algebraic Immunity of Constructions With BPR Using a Four-Disjoint-Part Support
IEEE Access, 2020 Boolean functions are used for stream cipher ought to be a high fast algebraic immunity (FAI) to effectively against fast algebraic attacks. In the previous research methods, there is no suitable method to gain the FAI of Boolean functions using ...
Kai Xu, Ying Zhang, Jing Wang
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Bound on optimal local discrimination of multipartite quantum states
Scientific Reports, 2022 We consider the unambiguous discrimination of multipartite quantum states and provide an upper bound for the maximum success probability of optimal local discrimination. We also provide a necessary and sufficient condition to realize the upper bound.
Donghoon Ha, Jeong San Kim
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Upper bound on minimal length from deuteron
Results in Physics, 2014 We calculate the correction to the deuteron quadrupole moment induced by generalized uncertainty principle (GUP) and find an upper bound on the minimal length.
S.B. Faruque +2 more
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Maximum common subgraph: some upper bound and lower bound results
BMC Bioinformatics, 2006 Background Structure matching plays an important part in understanding the functional role of biological structures. Bioinformatics assists in this effort by reformulating this process into a problem of finding a maximum common subgraph between graphical
Jennings Steven F +2 more
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Horn Upper Bounds and Renaming [PDF]
, 2007 We consider the problem of computing tractable approximations to CNF formulas, extending the approach of Selman and Kautz to compute the Horn-LUB to involve renaming of variables. Negative results are given for the quality of approximation in this extended version.
Langlois Marina +2 more
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An upper bound for the dimension of bounded derived categories [PDF]
Journal of Algebra, 2020 Let $Λ$ be an artin algebra. We give an upper bound for the dimension of the bounded derived category of the category $\mod Λ$ of finitely generated right $Λ$-modules in terms of the projective and injective dimensions of certain class of simple right $Λ$-modules as well as the radical layer length of $Λ$.
Zheng, Junling, Huang, Zhaoyong
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An upper bound for ramsey numbers
Applied Mathematics Letters, 2004 The Ramsey number, \(r(G,H)\) of the graphs \(G\) and \(H\) is the smallest integer \(N\) such that every colouring of the edges of \(K_N\) with red and blue yields either a red \(G\) or a blue \(H\). The Erdős-Szekeres recursion theorem yields \(r(G,H)\leq r(G',H)+r(G,H')\), where \(G'\) is a graph obtained by deleting one vertex from \(G\).
Li, Y, Rousseau, CC, Zang, W
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The Euclidean Steiner Ratio and the measure of chirality of biomacromolecules
Genetics and Molecular Biology, 2004 The study of Euclidean Steiner Trees is one of the alternative methods to unveil Nature's plans for the internal architecture of biomacromolecules. Recently, the minimum surface structure of the A-DNA and of the Tobacco Mosaic Virus was shown to be ...
R. P. Mondaini
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Advances in Civil Engineering, 2020 Slope stability analysis is a core issue in geotechnical engineering. This paper proposes a method of upper bound limit stability analysis for a slope with multiparameter coordinated variation based on the comprehensive consideration of the nonuniform ...
Zhen Wang, Xumeng Yang, Ang Li
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