METRIZABILITY AND SUBMETRIZABILITY FOR POINT-OPEN, OPEN-POINT AND BI-POINT-OPEN TOPOLOGIES ON C(X, Y
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Keywords

isanopensetin, point topology, subbase consisting

How to Cite

Bahriddin qizi, U. Z. . (2023). METRIZABILITY AND SUBMETRIZABILITY FOR POINT-OPEN, OPEN-POINT AND BI-POINT-OPEN TOPOLOGIES ON C(X, Y. Confrencea, 12(12), 323–325. Retrieved from https://confrencea.org/index.php/confrenceas/article/view/1132

Abstract

The open-point topology h [3] on C(X,Y) has a subbase consisting of the setsoftheform[U,y]- ={f ∈C(X,Y):f-1(y)∩U =φ},whereU isanopen set in X and y ∈ Y . The space C(X, Y ) equipped with open-point topology is denoted by Ch(X, Y ).

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Copyright (c) 2023 Umarova Zulfiya Bahriddin qizi