The conditional maximum of Poisson random variables© 2017 Taylor & Francis Group, LLC The conditional maxima of independent Poisson
random variables Random Hilbert space and Wiener’s interpretation of quantum mechanics being considered as Gaussian
random variable, i. e. the vector of the
random Hilbert space
RANDOM HILBERT SPACE, EINSTEIN'S PROGRAM AND WIENER'S INTERPRETATION OF QUANTUM MECHANICS being considered as Gaussian
random variable, i. e. the vector of the
random Hilbert space
IDENTIFICATION PARAMETER FUZZY RANDOM DATA with unclear parameters. For example, a one-dimensional fuzzy
random variable y_H has a normal density
Exponential queueing network with dependent discipline, negative requests, and variable request types of
random parameters is given for each request entering the network: its route along the network, governing
On the Minimum Value of a Cell from a Pointed Set of Cells of this
random variable to a two-point distribution. The limit distribution is described.
On the Maximal Value of a Cell from a Pointed Set of Cells of distinguishable particles. We prove the convergence of the distribution of this
random variables to a two