Results 41 to 50 of about 6,495 (249)
Sufficient conditions are developed, under which the compound Poisson distribution has maximal entropy within a natural class of probability measures on the nonnegative integers. Recently, one of the authors [O. Johnson, {\em Stoch. Proc.
Adelson +57 more
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We study the log-concave measures, their characterization via the Pr kopa-Leindler property and also define a subset of it whose elements are called super log-concave measures which have the property of satisfying a logarithmic Sobolev inequality. We give some results about their stability.
Feyel, Denis, Ustunel, A. Suleyman
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This study aims to evaluate the effects of camu-camu powder (CCP), Amazonian berry fruit with documented bioactive properties, physicochemical meat parameters, and the growth kinetics parameters of S. enterica ser.
Jorge Luiz da Silva +4 more
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Relative log-concavity and a pair of triangle inequalities
The relative log-concavity ordering $\leq_{\mathrm{lc}}$ between probability mass functions (pmf's) on non-negative integers is studied. Given three pmf's $f,g,h$ that satisfy $f\leq_{\mathrm{lc}}g\leq_{\mathrm{lc}}h$, we present a pair of (reverse ...
Yu, Yaming
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A sequence \(a_ 0,\dots,a_ n\) is said to be log concave if \(a_{i- 1}a_{i+1}\leq a^ 2_ i\) for \(i=1,\dots,n-1\). In this note a log concave sequence is assumed to consist of positive real numbers. The main result of the authors shows how a log concave sequence generates a log supermodular function on the lattice \(\{(i,j)\mid\;0\leq i,j\leq n ...
Beck, István, Krogdahl, Stein
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Geometry of Log-Concave Density Estimation [PDF]
22 pages, 3 ...
Elina Robeva +2 more
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Shaping of Biohybrid Functional Living Materials
This work demonstrates a strategy for shaping living mycelium into functional materials by directing its natural growth. Nanoparticles armor hyphae, micron‐scale particles entangle within the network, and printed hydrogel architectures steer expansion, creating defined geometries.
Sarah Schyck +3 more
wiley +1 more source
Further result on Dirichlet-Sch type inequality and its application
In this paper we deal with a theoretical question raised in connection with the application of Dirichlet-Sch type inequality, obtained by Huang (Int. Math. J.
Liquan Wan
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Interlacing Log-concavity of the Boros-Moll Polynomials [PDF]
We introduce the notion of interlacing log-concavity of a polynomial sequence $\{P_m(x)\}_{m\geq 0}$, where $P_m(x)$ is a polynomial of degree m with positive coefficients $a_{i}(m)$.
Chen, William Y. C. +2 more
core
The sign of the logistic regression coefficient
Let Y be a binary random variable and X a scalar. Let $\hat\beta$ be the maximum likelihood estimate of the slope in a logistic regression of Y on X with intercept.
Owen, Art B., Roediger, Paul A.
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