 Generic
Number - 1512 |
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| Written
Date -
May 16th, 14 |
| Modified
Date -
May 16th, 14 |
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| Summary |
The notion of transitive filters is introduced in lattice implication algebras. A
necessary and sufficient condition is derived for every filter to become a transitive
filter. Some sufficient conditions are also derived for a filter to become a transitive
filter. The concept of absorbent filters is introduced and their properties are studied.
A set of equivalent conditions is obtained for a filter to become an absorbent filter.
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TRANSITIVE AND ABSORBENT FILTERS OF LATTICE IMPLICATION ALGEBRAS
