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Extremal problems on probability distributions
Mathematical and Computer Modelling, 2000E A Galperín
exaly
The following theorem is proved: Let \(\lambda_d=\mu(d)\) when \(d\leq z\) and \(=\mu(d)(\log z_1/d)(\log z_1/z)^{-1}\) when \(z\leq d\leq z_1\).
Barban, M. B., Vekhov, P. P.
openaire +2 more sources
Barban, M. B., Vekhov, P. P.
openaire +2 more sources
Classification of Near-Horizon Geometries of Extremal Black Holes
Living Reviews in Relativity, 2013Hari Kunduri +2 more
exaly
Extremal problems of Markov–Bernstein type in integral norms
2022Gradimir V Milovanović +1 more
exaly
Extremal Probabilistic Problems and Hotelling's $T^2$ Test Under a Symmetry Condition
Annals of Statistics, 1994exaly
Extremal problems, inequalities, and classical orthogonal polynomials
Applied Mathematics and Computation, 2002Gradimir V Milovanović, Ravi Agarwal
exaly
Extremal Problems for Topological Indices in Combinatorial Chemistry
Journal of Computational Biology, 2005Stephan Wagner, Robert F Tichý
exaly

