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On the history and use of some standard statistical models

Mathematics – Statistics Theory
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On the inclusion probabilities in some unequal probability sampling plans without replacement

Mathematics – Statistics Theory
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On the Inference of Spatial Continuity using Spartan Random Field Models

Mathematics – Statistics Theory
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On the Laplace transform of some quadratic forms and the exact distribution of the sample variance from a gamma or uniform parent distribution

Mathematics – Statistics Theory
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On the largest eigenvalue of Wishart matrices with identity covariance when n, p and p/n tend to infinity

Mathematics – Statistics Theory
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On the least squares estimator in a nearly unstable sequence of stationary spatial AR models

Mathematics – Statistics Theory
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On the Levy density function

Mathematics – Statistics Theory
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On the maximal size of Large-Average and ANOVA-fit Submatrices in a Gaussian Random Matrix

Mathematics – Statistics Theory
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On the maximum bias functions of MM-estimates and constrained M-estimates of regression

Mathematics – Statistics Theory
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On the Mean Absolute Error in Inverse Binomial Sampling

Mathematics – Statistics Theory
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On the modes of the Poisson distribution of order k

Mathematics – Statistics Theory
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On the modified Basis Pursuit reconstruction for Compressed Sensing with partially known support

Mathematics – Statistics Theory
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On the non-arbitrary assignment of equi-probable priors

Mathematics – Statistics Theory
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On the Non-degeneracy of Kendall's and Spearman's Correlation Coefficients

Mathematics – Statistics Theory
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On the number of collisions in beta(2, $b$)-coalescents

Mathematics – Statistics Theory
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On the number of support points of maximin and Bayesian optimal designs

Mathematics – Statistics Theory
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On the path density of a gradient field

Mathematics – Statistics Theory
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On the penultimate tail behavior of Weibull-type models

Mathematics – Statistics Theory
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On the performance of FDR control: Constraints and a partial solution

Mathematics – Statistics Theory
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On the performances of a new thresholding procedure using tree structure

Mathematics – Statistics Theory
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