S. M. Višik, A. A. Cobrinskiĭ, A. L. Rozenthal', “A Separating Partition for a Finite Family of Measures”, Teor. Veroyatnost. i Primenen., 1964, Volume 9, Issue 1,Pages <nobr>165

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A Separating Partition for a Finite Family of Measures

S. M. Višik^a, A. A. Cobrinskiĭ^b, A. L. Rozenthal'^c

^a Moscow
^b Moscow
^c Moscow

Abstract: If there is a space with a family of $n$ finitely additive functions $\{p_i,\,i=1,2,\dots,n\}$, a finite partition of the space with no more than $n$ sets exists on which these functions are different from each other.

Received: 05.04.1963