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articleNo Access
Existence of finite bases for quasi-equations of unary algebras with 0
- D. Casperson,
- J. Hyndman,
- J. Mason,
- J. B. Nation, and
- B. Schaan
International Journal of Algebra and Computation01 Sep 2015
Preview Abstract
A finite unary algebra of finite type with a constant function 0 that is a one-element subalgebra, and whose operations have range {0, 1}, is called a {0, 1}-valued unary algebra with 0. Such an algebra has a finite basis for its quasi-equations if and only if the relation defined by the rows of the nontrivial functions in the clone form an order ideal.

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