Results 251 to 260 of about 846 (275)

Uniqueness properties in finite-continuous additive measurement

Mathematical Social Sciences, 1981
Abstract Let ≳ be a binary relation on A × X , and suppose that there are real valued functions f on A and g on X such that, for all ax, by ∈ A × X , ax ≳ by if and only if f ( a )+ g ( x ) ⩾ f ( b )+ g ( y ). This paper establishes uniqueness properties for f and g when A is a finite set, X is a real interval with g ...
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A Note on Finitely-Additive Measures

American Journal of Mathematics, 1947
Buck, Ellen F., Buck, R. C.
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Cancellation Conditions for Finite Two-Dimensional Additive Measurement

Journal of Mathematical Psychology, 2001
It is well known that a weak order similar on a finite set X=X(1)xX(2) has an additive real-valued order-preserving representation if and only if similar on X satisfies a denumerable scheme of cancellation conditions C(2), C(3), em leader. Condition C(K) is based on K distinct ordered pairs in XxX.
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Finitely additive extensions of countably additive measures

1994
Let \({\mathcal A}\) be an algebra of subsets of a set \(X\) and \(\Sigma\) be the \(\sigma\)-algebra generated by \({\mathcal A}\). Examples are given of a positive \(\sigma\)-additive measure on \({\mathcal A}\) which has a finitely additive, non \(\sigma\)-additive extension on \(\Sigma\).
Chatterji, Srishti D., Löwing, D., Wright, J. D. Maitland   +2 more
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The Dual of L∞(X,L,λ), Finitely Additive Measures and Weak Convergence

SpringerBriefs in Mathematics, 2020
John Toland
exaly  

Finitely additive measures in action

Advanced Courses of Mathematical Analysis IV, 2011
Joe Diestel, Angela Spalsbury
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Cycles in Spaces of Finitely Additive Measures of General Markov Chains

Springer Proceedings in Mathematics and Statistics, 2021
exaly  

Extensions of finitely additive measures

Mathematical Notes of the Academy of Sciences of the USSR, 1990
A. G. Kusraev, S. A. Malyugin
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On finitely additive measures in nuclear spaces

1998
Under certain conditions, it is stated the existence of a Radon-Nikodým Pettis-type derivative of a finitely additive measure taking values in a locally convex topological vector space \(X\) with respect to a positive finitely additive measure. Furthermore, some Radon-Nikodým theorems for the Bochner integral are proved under the assumptions that \(X\)
J. K. BROOKS, CANDELORO, Domenico, MARTELLOTTI, Anna   +2 more
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Notes on Some Finitely Additive Measures

Journal of the London Mathematical Society, 1954
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