Open-multicommutativity of the probability measure functor

Abstract

For the functors acting in the category of compact Hausdorff spaces, we introduce the so-called open multi-commutativity property, which generalizes both bicommutativity and openness, and prove that this property is satisfied by the functor of probability measures.

Cited by in corpus (2)

• $\infty$-Open-multicommutativity in the category $\comp$
• Open-multicommutativity of the functor of upper-continuous capacities