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http://hdl.handle.net/20.500.12358/26058
Title | Brooks-Jewett and Nikodym convergence theorems for orthoalgebras that have the weak subsequential interpolation property |
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Untitled | |
Abstract |
A weak form of σ-orthocompleteness or σ-orthosummability, referred to as the Weak Subsequential Interpolation Property, is defined for Orthoalgebras. It is shown that the class of Orthoalgebras that have this property properly contains the class of σ-orthoalgebras. The Brooks-Jewett theorem and the Nikodym convergence theorem for semigroup-valued finitely additive and s-bounded measures defined on an orthoalgebra satisfying the Weak Subsequential Interpolation Property are proved. |
Authors | |
Type | Journal Article |
Date | 1995 |
Published in | International Journal of Theoretical Physics |
Series | Volume: 34, Number: 4 |
Publisher | Kluwer Academic Publishers-Plenum Publishers |
Citation | |
Item link | Item Link |
License | ![]() |
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Files in this item | ||
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BF00674948.pdf | 110.5Kb |