Results 21 to 30 of about 432,921 (266)
On the upper bound in Varadhan’s Lemma [PDF]
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Jansen, H.M. +3 more
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Upper bound of the charge diffusion constant in holography
We investigate the upper bound of charge diffusion constant in holography. For this purpose, we apply the conjectured upper bound proposal related to the equilibration scales (ω eq, k eq) to the Einstein-Maxwell-Axion model.
Kyoung-Bum Huh +3 more
doaj +1 more source
Improved upper bounds on shellsort
The running time of Shellsort, with the number of passes restricted to O(log N), was thought for some time to be \(\Theta (N^{3/2})\), due to general results of Pratt. Sedgewick recently gave an \(O(N^{4/3})\) bound, but extensions of his method to provide better bounds seem to require new results on a classical problem in number theory. In this paper,
Incerpi, Janet, Sedgewick, Robert
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An upper bound on Jacobsthal’s function [PDF]
Let \(p_i\) be the \(i\)-th prime number and \(P_k\) be the product of all primes up to \(p_k\). Let Jacobsthal's function \(h(k)\) denote the smallest number \(m\) such that every sequence of \(m\) consecutive integers contains an integer coprime to \(P_k\).
Fintan J. Costello, Paul Watts
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Energy upper bound for structurally stable $N$-passive states [PDF]
Passive states are special configurations of a quantum system which exhibit no energy decrement at the end of an arbitrary cyclic driving of the model Hamiltonian.
Raffaele Salvia, Vittorio Giovannetti
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Street-Level Landmark Evaluation With Upper Error Bound
Street-level landmarks are the basis of high-precision IP geolocation, and the location-error of landmark affects the accuracy of geolocation result. However, existing landmark evaluation methods cannot determine the error range of landmarks.
Wen Yang, Xiaonan Liu, Meijuan Yin
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Upper Bounds on Fourier Entropy
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sourav Chakraborty 0001 +3 more
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On an upper bound for Sherman’s inequality
Considering a weighted relation of majorization, Sherman obtained a useful generalization of the classical majorization inequality. The aim of this paper is to extend Sherman’s inequality to convex functions of higher order.
Slavica Ivelić Bradanović +2 more
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ON THE UPPER BOUND OF THE ENERGY OF A CONNECTED GRAPH [PDF]
New upper bounds for the energy of a connected graph are presented in this note. The upper bounds involve the independence number of the graph.
RAO LI
doaj

