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- W2183981642 abstract "A concept of quasi-metrizability with respect to a bornology of a generalized topological space in the sense of Delfs and Knebusch is introduced. Quasi-metrization theorems for generalized bornological universes are deduced. A uniform quasi-metrizability with respect to a bornology is studied. The class of locally small spaces is considered and a possibly larger class of weakly locally small spaces is defined. The proofs and numerous examples are given in ZF. An example of a weakly locally small space which is not locally small is constructed under ZF+CC. Several categories, relevant to generalized bornological universes, are defined and shown to be topological constructs." @default.
- W2183981642 created "2016-06-24" @default.
- W2183981642 creator A5070230847 @default.
- W2183981642 date "2015-05-17" @default.
- W2183981642 modified "2023-09-27" @default.
- W2183981642 title "Quasi-metrizability in generalized topology in the sense of Delfs and Knebusch" @default.
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