Add to ORKGWe present conditions sufficient for the weak convergence to a compound Poisson distribution of the distributions of the kth order statistics for extremes of moving minima in arrays of independent random variables
© 2017 Taylor & Francis Group, LLC The conditional maxima of independent Poisson random variables ...
AbstractArrays of random vectors with values in Rd stationary in rows, are investigated. By the assu...
AbstractArrays of random vectors with values in Rd stationary in rows, are investigated. By the assu...
Asymptotic properties of the kth largest values for semi-Pareto processes are investigated. Conditio...
An upper bound for the total variation distance between the distribution of the sum of a sequence of...
We consider a triangular array of independent identically distributed discrete random variables. We ...
We prove the Simons-Johnson theorem for sums of -dependent random variables with exponential weights...
AbstractWe give a new sufficient condition for convergence to a Poisson distribution of a sequence o...
We present two methods of constructing multivariate compound distributions and investigate the corre...
summary:The compound Poisson-gamma variable is the sum of a random sample from a gamma distribution ...
We present a Poisson approximation with applications to extreme value theory. Let X1; X2; : : : be i...
AbstractWe present two methods of constructing multivariate compound distributions and investigate t...
We suggest necessary and sufficient conditions for the "complete convergence" of a two-dimensional e...
We suggest necessary and sufficient conditions for the "complete convergence" of a two-dimensional e...
Empirical point processes of exceedances play an important role in extreme value theory, and their l...
© 2017 Taylor & Francis Group, LLC The conditional maxima of independent Poisson random variables ...
AbstractArrays of random vectors with values in Rd stationary in rows, are investigated. By the assu...
AbstractArrays of random vectors with values in Rd stationary in rows, are investigated. By the assu...
Asymptotic properties of the kth largest values for semi-Pareto processes are investigated. Conditio...
An upper bound for the total variation distance between the distribution of the sum of a sequence of...
We consider a triangular array of independent identically distributed discrete random variables. We ...
We prove the Simons-Johnson theorem for sums of -dependent random variables with exponential weights...
AbstractWe give a new sufficient condition for convergence to a Poisson distribution of a sequence o...
We present two methods of constructing multivariate compound distributions and investigate the corre...
summary:The compound Poisson-gamma variable is the sum of a random sample from a gamma distribution ...
We present a Poisson approximation with applications to extreme value theory. Let X1; X2; : : : be i...
AbstractWe present two methods of constructing multivariate compound distributions and investigate t...
We suggest necessary and sufficient conditions for the "complete convergence" of a two-dimensional e...
We suggest necessary and sufficient conditions for the "complete convergence" of a two-dimensional e...
Empirical point processes of exceedances play an important role in extreme value theory, and their l...
© 2017 Taylor & Francis Group, LLC The conditional maxima of independent Poisson random variables ...
AbstractArrays of random vectors with values in Rd stationary in rows, are investigated. By the assu...
AbstractArrays of random vectors with values in Rd stationary in rows, are investigated. By the assu...