CONVERGENCE OF RANDOM MEASURES AND POINT PROCESSES ON
THE PLANE
Abstract: In the paper two topologies in the space of realizations of random measures on the
plane are discussed. The first one is usual vague topology while another is relativized
Skorohod’s topology. The relation between convergence of random measure in these
topologies and conditions for convergence in relativized Skorohod’s topology are established.
2000 AMS Mathematics Subject Classification: Primary: -; Secondary: -;
Key words and phrases: -