-P.i.c. − functors in the category of Tych Tikhonov spaces and continuous mappings into themselves and dimension dim.

Gulchekhra Mukhamedova; Feruza Saydalieva; Dilnoza Ibragimova; Kamariddin Zhuvonov; Tursunboy Zhuraev

doi:10.63001/tbs.2024.v19.i02.S.I(1).pp09-18

-P.i.c. − functors in the category of Tych Tikhonov spaces and continuous mappings into themselves and dimension dim.

Authors

Gulchekhra Mukhamedova
Feruza Saydalieva
Dilnoza Ibragimova
Kamariddin Zhuvonov
Tursunboy Zhuraev

DOI:

https://doi.org/10.63001/tbs.2024.v19.i02.S.I(1).pp09-18

Keywords:

Normal functor,, locally convex, subfunctor, weakly countable, dimension,, finitely open functor,, projectively inductively, closed functor,, functor,, finite functor.

Abstract

This note studies the geometric, topological and dimensional properties of the. .p i c

− -functor and its subfunctors in
the category ofTych − Tychonov spaces and continuous self-maps.

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Published

2024-11-09

How to Cite

Gulchekhra Mukhamedova, Feruza Saydalieva, Dilnoza Ibragimova, Kamariddin Zhuvonov, & Tursunboy Zhuraev. (2024). -P.i.c. − functors in the category of Tych Tikhonov spaces and continuous mappings into themselves and dimension dim. The Bioscan, 19(Special Issue-1), 9–18. https://doi.org/10.63001/tbs.2024.v19.i02.S.I(1).pp09-18