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- R. M. SHORTT, F. WEHRUNG
- 2005

Let A and B be fields of subsets of a nonempty set X and let µ : A → E and ν : B → E be finitely additive measures (" charges ") taking values in a commutative semigroup E. We assume that µ and ν are consistent (e.g. µ = ν on A ∩ B) and ask whether they have a common extension to a charge ρ : A ∨ B → E. Now, we shall see (proposition 2.3) that the most… (More)

- A. HIRSHBERG, R. M. SHORTT
- 1998

A formulation of Strassen's Theorem is given for measures taking values in a Banach lattice. The main result (Theorem 2) corrects earlier work of the second author. In joint work of M. März and the second author [5, Theorem 3.7], a version of the theorem known in probability theory as " Strassen's Theorem " (see [8], [2, 11.6]) was generalized to the… (More)

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