A Non-Hausdorff Topological Space in which every Convergent Sequence Converges to A Unique Limit
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Research & Publications
A Non-Hausdorff Topological Space in which every Convergent Sequence Converges to A Unique Limit
01/09/1999
A Non-Hausdorff Topological Space in which every Convergent Sequence Converges to A Unique Limit
Lahiri Somdeb
Working Papers & Projects
Does there exist a non Hausdorff topological space, such that every convergent sequence in it converges to a unique limit? Considering the obvious scarcity of such spaces we were compelled to construct one by ourselves.