Intrinsic location functional is a large class of random locations closely related to stationary
processes. In this paper the author firstly identifies a subclass of intrinsic location functional …

We introduce a family of random locations called" intrinsic location functionals", which
include most of the random locations that one may encounter in many cases, eg, the location …

We consider a large family of measurable functionals of the sample path of a stochastic
process over compact intervals. This family of functionals, which we call intrinsic location …

A random map is discrete-time dynamical system in which one of a number of
transformations is randomly selected and applied at each iteration of the process. Usually …

A random map is a discrete‐time dynamical system in which one of a number of
transformations is randomly selected and applied in each iteration of the process. In this …

Let X1, X2 and X3 be independent real random variables and let Z1 X1-X2 and Zz X2-X3. If
the characteristic functions of (Z1, Z2) do not vanish, then the distribution of (Z1, Z2) …

Let X1, X2 and X3 be independent real random variables and let Z1 X1-X2 and Zz X2-X3. If
the characteristic functions of (Z1, Z2) do not vanish, then the distribution of (Z1, Z2) …

We consider the point process i+ τi (i= 0,±1,±2,...), where the τi (assumed for convenience to
be positive) are independent random samples from the same distribution. We define an inter …

In this paper we study the generalization of the concept of infinitely divisible distribution to
stochastic point processes in Rn, ie, random distributions of a countable aggregate of points …

This paper applies ideas from random set theory to simple point processes. We show
stationarity of the hitting distributions suffices for the strict stationarity of a simple point …