Results 91 to 100 of about 468,745 (232)
On the signed $2$-independence number of graphs
Electronic Journal of Graph Theory and Applications, 2017 In this paper, we study the signed 2-independence number in graphs and give new sharp upper and lower bounds on the signed 2-independence number of a graph by a simple uniform approach.
S.M. Hosseini Moghaddam +3 more
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Uniform bounds of discrete Birman–Schwinger operators
Transactions of the American Mathematical Society, 2019 In this note, uniform bounds of the Birman-Schwinger operators in the discrete setting are studied. For uniformly decaying potentials, we obtain the same bound as in the continuous setting. However, for non-uniformly decaying potential, our results are weaker than in the continuous setting.
Tadano, Yukihide, Taira, Kouichi
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MathematicsThis work presents a systematic study of nonlinear differential equations within Sobolev spaces, focusing on mild solutions and their qualitative properties.
Jianchao Bai, Jinxing Liu
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Uniform bounds in generalized Cohen–Macaulay rings
Journal of Algebra, 2006 12 ...
Linh, Cao Huy, Trung, Ngo Viet
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High probability generalization bounds for uniformly stable algorithms\n with nearly optimal rate [PDF]
, 2019 Vitaly Feldman, J. Vondrák
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Uniform bounds on symbolic powers
Journal of Algebra, 2013 Let \(R\) be a commutative Noetherian ring with \(1\). Let \(I\) be an ideal of \(R\) and let \(S=R\backslash \cup P_{i}\) where \(P_{i}\) ranges over associated primes of \(I.\) Then the \(nth\) symbolic power of \(I\) is the ideal \( I^{(n)}=I^{n}R_{S}\cap R.\) Thus for a prime ideal \(P\) we have \( P^{(n)}=P^{n}R_{P}\cap R.\) Obviously \(I^{n ...
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Time-uniform Chernoff bounds via nonnegative supermartingales [PDF]
, 2020 Steven R. Howard +3 more
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Uniform bounds in noetherian rings
Inventiones Mathematicae, 1992 The author is interested in various types of uniform behavior for commutative Noetherian rings. This is probably best illustrated by just quoting his two main results. \textit{Uniform Artin-Rees}: Let \(S\) be a Noetherian ring. Let \(N\leq M\) be two finitely generated \(S\)-modules.
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Strongly uniform bounds from semi-constructive proofs
Annals of Pure and Applied Logic, 2004 In 2003, the second author obtained metatheorems for the extraction of effective (uniform) bounds from classical, prima facie non-constructive proofs in functional analysis. These metatheorems for the first time cover general classes of structures like arbitrary metric, hyperbolic, CAT(0) and normed linear spaces and guarantee the independence of the ...
Gerhardy, Philipp, Kohlenbach, Ulrich
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UNIFORM ESTIMATES WITHOUT BOUNDS FOR THE MESH-SIZE FOR FINITE-DIFFERENCE SCHEMES, APPROXIMATING HALF-LINEAR ELLIPTIC SYSTEMS [PDF]
, 1984 Marian Malec, Wolfgang Voigt
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