Preservation of the aging intensity order and the preservation of the monotonic aging intensity classes under distorted distributions. [PDF]
HeliyonKayid M, Almohsen RA, Kaabi Z.
europepmc +1 more source
Concentration inequality for evolutionary trees
Maximum likelihood inferred topologies are commonly used to draw conclusions in evolutionary biology and molecular evolution. Considering the sampling error when estimating the topology is a critical issue.
Mariadassou, M., Bar-Hen, A.
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Re-examining the drivers of variation in parasite loads across hosts in the Tallis-Leyton model. [PDF]
J Math BiolMcVinish R.
europepmc +1 more source
The infimum values of two probability functions for the Gamma distribution. [PDF]
J Inequal ApplSun P, Hu ZC, Sun W.
europepmc +1 more source
Regression models for multivariate ordered responses via the Plackett distribution
We investigate the properties of a class of discrete multivariate distributions whose univariate marginals have ordered categories, all the bivariate marginals, like in the Plackett distribution, have log-odds ratios which do not depend on cut points and
Dardanoni, V., Forcina, A.
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Grüss-type bounds for covariances and the notion of quadrant dependence in expectation
Open Mathematics, 2011 Egozcue Martín +3 more
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A refined Jensen's inequality in Hilbert spaces and empirical approximations
Let be a convex mapping and a Hilbert space. In this paper we prove the following refinement of Jensen's inequality: for every A,B such that and B[subset of]A.
Leorato, S.
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Quantile of a Mixture with Application to Model Risk Assessment
Dependence Modeling, 2015 Bernard Carole, Vanduffel Steven
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The weak convergence for functions of negatively associated random variables
, 2001 Let {Xn, n⩾1} be a sequence of stationary negatively associated random variables, Sj(l)=∑li=1Xj+i, Sn=∑ni=1Xi. Suppose that f(x) is a real function. Under some suitable conditions, the central limit theorem and the weak convergence for sums∑j=1nfSj(l)l,n⩾
Li-xin Zhang
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