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MEASURES ON EFFECT ALGEBRAS

  • LUO LAIZHEN (a1) and LI RONGLU (a2)

Abstract

In this paper, by introducing the bounded variation measure defined on effect algebras, we present the equivalent conditions about uniformly strongly additive measures.

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Copyright

Corresponding author

For correspondence; e-mail: luolaizhen@126.com

References

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[1]Foulis, D. J. and Bennett, M. K., ‘Effect algebras and unsharp quantum logics’, Found. Phys. 24 (1994), 13311352.
[2]Hwang, H. T., Li, L. L. and Kim, H., ‘Bounded vector measures on effect algebras’, Bull. Austral. Math. Soc. (2) 72 (2005), 291298.
[3]Mazario, F. G., ‘Convergence theorems for topological group valued measures on effect algebras’, Bull. Austral. Math. Soc. 64 (2001), 213231.
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Keywords

MEASURES ON EFFECT ALGEBRAS

  • LUO LAIZHEN (a1) and LI RONGLU (a2)

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