$\infty$-Open-multicommutativity in the category $\comp$

Abstract

In this paper the notion of $\infty$-open-multicommutativity of functors in the category of compact Hausdorff spaces is considered. This property is a generalization of the open-multicommutativity on the case of infinite diagrams. It is proved that every open-multicommutative functor is $\infty$-open-multicommutative.

References in corpus (1)

• Open-multicommutativity of the probability measure functor