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Extension of Lipschitz integrands and minimization of nonconvex integral functionals. Applications to the optimal recourse problem in discrete time。
A new approximation of the unifonn empirical and quantile processes results in a weak invariance principle indexed by functions for the general empirical process. Consequences of this result are we...
The paper proves theorems of [6] which are given here in a more general form. Moreover, some applications of the introduced version of the Anscornbe condition are discussed.
An invariance principle for processes indexed by two parameters and some statistical applications
Random measure of non-compactness in PM-spaces and applications
Asymptotic multivariate normality for the subseries values of a general statistic form a stationary sequence - with applications to nonparametric confidence intervals
We prove upper estimates for the tail prebabibties: of quadratic and bilinear forms in independent subgaussian randarn vslriabb. These inequalities are used to get upper esthatcs in thc law diterat...
Extensions of Chebychev's inequality with applications
Inegalites de trace pour des matrices de Toeplitz et applications a des vraisemblances gaussiennes。
Multiple Stratonovich integrals (MSI) with respect to the Wiener process and the Brownian bridge are defined for a class of kernels having k-th order t-traces which are, in general different from t...
The imposing sweep of this session's title - Critical Problems in New Quantitative Techniques, the high reputations of the discussants and the other speakers, together with sponsorship by three scho...
Within the rapidly developing theory 01 random limit theory for real-valued random variables the concepts of geometric convolution and geometric stability play a fundamental role. In several reoent...

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