Abstract
In this paper, we characterized another kind of topological space known as Alexandroff Soft Topological space. It is characterized over a general set X alongside an arbitrary set of parameters. This space satisfies a more grounded condition that an arbitrary intersection of open sets are open. We have likewise contemplated different ideas like basis of a topology, sub base, subspace, closure of a space and so on. Further, different separation axioms known as Alexo Ti-spaces have been presented alongside their properties. This space is also the parametrized type of general topology.
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