Results 21 to 30 of about 323,063 (310)
On minimal elements of upward-closed sets
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Yen, Hsu-Chun, Chen, Chien-Liang
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Minimal non-abelian groups with an average condition on subgroups [PDF]
For a finite group $G$, the average order $o(G)$ is defined to be the average of all order elements in $G$. We say that $G$ satisfies the average condition if $o(H)\leq o(G)$ for all subgroups $H$ of $G$.
Bijan Taeri, Ziba Tooshmalani
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A Study on Centralizing Monoids with Majority Operation Witnesses
A centralizing monoid M is a set of unary operations which commute with some set F of operations. Here, F is called a witness of M . On a 3-element set, a centralizing monoid is maximal if and only if it has a constant operation or a majority ...
Hajime Machida
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Finite element algorithms for nonlocal minimal graphs
<abstract><p>We discuss computational and qualitative aspects of the fractional Plateau and the prescribed fractional mean curvature problems on bounded domains subject to exterior data being a subgraph. We recast these problems in terms of energy minimization, and we discretize the latter with piecewise linear finite elements.
Borthagaray, Juan Pablo +2 more
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Asymptotics for minimal overlapping patterns for generalized Euler permutations, standard tableaux of rectangular shape, and column strict arrays [PDF]
A permutation $\tau$ in the symmetric group $S_j$ is minimally overlapping if any two consecutive occurrences of $\tau$ in a permutation $\sigma$ can share at most one element. B\'ona \cite{B} showed that the proportion of minimal overlapping patterns in
Ran Pan, Jeffrey B. Remmel
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Structural optimization of trusses is a complex process and requires a realistic representation of the problem in order to achieve applicable results.
Petrović, Nenad +5 more
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Minimal energy control of a nanoelectromechanical memory element [PDF]
The Pontryagin minimal energy control approach has been applied to minimise the switching energy in a nanoelectromechanical memory system and to characterise global stability of the oscillatory states of the bistable memory element.
N. A. Khovanova +3 more
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Generic uniqueness of minimal configurations with rational rotation numbers in Aubry-Mather theory
We study (h)-minimal configurations in Aubry-Mather theory, where h belongs to a complete metric space of functions. Such minimal configurations have definite rotation number.
Alexander J. Zaslavski
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In this work, we show an easy and practical analytical method to quantify the content of heavy metals in grass used to feed cattle located in areas of high vehicle traffic flow.
William A. Vallejo L
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Computational form-finding methods for fabric structures [PDF]
Form-finding is a process that determines the surface configuration of a fabric structure under prestress. This process can be carried out using a variety of numerical methods, of which the most common are (a) transient stiffness, (b) force density, and (
Lewis, W. J. (Wanda J.)
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