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An extremal function for digraph subcontraction
Journal of Graph Theory, 1996This paper determines, to within a constant factor, the maximum size of a digraph that has no (weak) subcontraction to the complete digraph \(DK_p\) of order \(p\), an analogue of a well-known undirected graph problem. Let \(d(p)\) be defined for positive integers \(p\) by \[ d(p)= \inf\{c; e(D)\geq c|D|\text{ implies } D\succ DK_p\}, \] where \(D ...
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Extreme distribution functions of copulas
Kybernetika, 2008Summary: We study some properties of the distribution function of the random variable \(C(X,Y)\) when the copula of the random pair \((X,Y)\) is \(M\) (respectively, \(W\)) -- the copula for which each of \(X\) and \(Y\) is almost surely an increasing (respectively, decreasing) function of the other -- and \(C\) is any copula.
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Some properties of the extremal function for the Fuglede p-modulus
Annals of Functional Analysis, 2023Małgorzata Ciska-Niedziałomska
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Extremal problems for univalent functions
1981[Iliev Ljubomir G.; Ilieff Ljubomir; Ilieff Lubomir; Ilieff Lübomir; Iliev Liubomir; Iliev Lyubomir; Iliev Lubomir; Iliev Lübomir; Илиев Любомир]
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Extremal function for Moser–Trudinger type inequality with logarithmic weight
Nonlinear Analysis: Theory, Methods & Applications, 2016Prosenjit Roy
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Sharp constant and extremal function for weighted Trudinger–Moser type inequalities in R2
Journal of Mathematical Analysis and Applications, 2015FRANCISCO Siberio Bezerra Albuquerque
exaly
An estimate for the Siciak extremal function – Subanalytic geometry approach
Journal of Mathematical Analysis and Applications, 2015Rafał Pierzchała
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An extremal problem in function theory
Lecture Notes in Mathematics, 1977Daniel F Shea, Matts Essen
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