William H. Cornish, Peter R. Fowler
Abstract
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Abstract The coproduct of a family of Kleene algebras is determined firstly by describing the maximal homomorphic image of a De Morgan algebra in the subvariety of Kleene algebras and, secondly, by characterizing the categorical product in the dual category of Kleene spaces.
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Abstract The coproduct of a family of Kleene algebras is determined firstly by describing the maximal homomorphic image of a De Morgan algebra in the subvariety of Kleene algebras and, secondly, by characterizing the categorical product in the dual category of Kleene spaces.
Key concepts: Mathematics, Coproduct, Kleene algebra, Categorical variable, Subvariety, Kleene's recursion theorem, Pure mathematics, Algebra over a field