This article is cited in 2 papers

Short Communications

On a Topologization of the set of Interior Consistent Families of Measures

N. N. Vorob'ev

Leningrad

Abstract: A consistent family of measures on a finite set is said to be interior if all its measures are interior. The theorem of the note [1] is extended to the set of all interior consistent families of measures.

Received: 08.01.1962

 English version: Theory of Probability and its Applications, 1963, 8:4, 414–419