Atomic polyadic algebras of infinite dimension are completely representable
Tarek Sayed Ahmed
TL;DR
This paper proves that atomic polyadic algebras of infinite dimension can be fully represented, advancing the understanding of their structural properties.
Contribution
It establishes that all atomic polyadic algebras of infinite dimension are completely representable, a significant theoretical result.
Findings
Atomic polyadic algebras of infinite dimension are completely representable
The result applies to all such algebras regardless of specific structure
Enhances the theoretical framework of algebraic logic
Abstract
We show that atomic polyadic algebras of infinite dimensions are completely representable
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Taxonomy
TopicsAdvanced Algebra and Logic · Logic, Reasoning, and Knowledge · semigroups and automata theory