A Kleisli-based approach to lax algebras

Mathematics – Category Theory

Scientific paper

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15 pages. Revised version of the paper: some notation/wording modifications, improvement of Prop 3.3 i), presentation of the c

Scientific paper

By exploiting the description of topological spaces by either neighborhood systems or filter convergence, we obtain a neighborhood-like presentation of categories of lax algebras. A notable advantage of this approach is that it does not require the introduction of a lax extension of the associated monad functor. As a byproduct, the different philosophies underlying the construction of fuzzy topological spaces on one hand, and approach spaces on the other, may be simply expressed in terms of lax algebras.

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