Openness of some subfunctors of functor probability measures in categories Comp and topological properties subspaces of space of probability measures.
Abstract
Are shown, that subfunctors and of the functor of probability measures are open subfunctors and topological properties of everywhere density subspaces of the convex space of probability measures defined in the infinite compact of type of homotopy density of homotopy negleible , boundary sets and homomorphity pairs. We also investigate in which cases the homeomorphism of the spaces and follow the homeomorphisms of the spaces and , where is a subfunctor of the functor of the probability measures.
Published
2020-06-04
How to Cite
Tursunbay Jurayev, Alimbay Rahmatulayev, Gulnara Goyibnazarova, Zulaykho Tursunova, Kamariddin Juvonov,. (2020). Openness of some subfunctors of functor probability measures in categories Comp and topological properties subspaces of space of probability measures. International Journal of Advanced Science and Technology, 29(12s), 1924 - 1940. Retrieved from http://sersc.org/journals/index.php/IJAST/article/view/24347
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