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On saturated reduced
products
Miroslav Benda |
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Vol. 39 (1971), No. 3, 557–571
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Abstract |
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The first part of this paper characterizes the filters whose reduced products are saturated with respect to quantifler free formulas. It is shown that filters with this property are exactly good filters whose Boolean algebra is compact. In the second part we investigate their set-theoretical properties and prove that such filters exist. |
Mathematical Subject Classification
Primary: 02H13
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Milestones
Received: 2 October 1970
Published: 1 December 1971
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Authors |
| Miroslav Benda | |
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