Marked point processes are commonly used stochastic models for representing a finite
number of natural hazard events located in space and time, because these kinds of data …

This article proposes a Kolmogorov–Smirnov type test for the first-order stationarity of spatial
point processes in arbitrary regions, where the test statistic is derived by maximizing the …

An important problem in statistical methods for marked point processes (MPPs) is to
evaluate the relationship between points and marks, which can be developed under either …

Full article: The distribution of a functional of the Wiener process and its application to the
Brownian sheet Skip to Main Content Taylor and Francis Online homepage Taylor and Francis …

ASYMPTOTIC BEHAVIOR OF THE DISTRIBUTION OF THE MAXIMUM OF A CHENTSOV FIELD
ON POLYGONAL LINES 1. Introduction We consider a two- Page 1 Teor Imov r. ta Matem. Statist …

Background. The probability distributions of functionals of Chentsov random field X (s, t) like
supremum on the unit square are not yet known. Some trivial probability distribution theory …

We obtain sufficient conditions of stochastic equivalence of Gaussian random fields with
special covariance function. These results generalize Doob's transformation (condition of …

В статье обобщены результаты, полученные в работах Параньяпа, Парка, Клесова,
Кругловой. В частности, найдено точное распределение максимума поля Ченцова …

The paper extends the results obtained by Paranjape, Park, Klesov and Kruglova. A method
of finding the distribution of the maximum of a Chentsov field restriction on a polyline is …

The paper extends the results obtained by Paranjape, Park, Klesov and Kruglova. A method
of finding the distribution of the maximum of a Chentsov field restriction on a polyline is …