Sankhya: The Indian Journal of Statistics1993, Volume 55, Series A, Pt. 2, 188--201
WEAK CONVERGENCE OF MASSES ON NORMAL TOPOLOGICAL SPACES
SILVANO HOLZER, University of Trieste
SUMMARY. We obtain some basic results regarding the weak convergence of masses on normal topological spaces, which generalise well known results (e.g the Portmanteau Theorem, the topological interpretation of the weak convergence) related with regular masses on normal spaces. Moreover, we characterise families of masses for which the uniqueness property of the weak limit holds.
AMS (1980) subject classification. 60B10,28A33,28C15,60B05
Key words and phrases. Normal topological space, S-integral, mass, weak convergence, $/miu$-regularity, $/miu$-adherence, Levy-topology
This article in Mathematical Reviews.