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CONTINUITY ON GENERALISED TOPOLOGICAL SPACES VIA HEREDITARY CLASSES
Published online by Cambridge University Press: 21 February 2018
Abstract
A generalised topology is a collection of subsets of a given nonempty set containing the empty set and arbitrary unions of the elements in the collection. By using the concept of hereditary classes, a generalised topology can be extended to a new one, called a generalised topology via a hereditary class. We study continuity on generalised topological spaces via hereditary classes in various situations.
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- Research Article
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- © 2018 Australian Mathematical Publishing Association Inc.
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