On the closure of the diagonal of a T₁-space
classification
🧮 math.GN
math.LO
keywords
closurediagonalspacearisecharacterisedeltaequivalenceinfinite
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Let X be a topological space. The closure of \Delta = {(x, x) : x \in X} in X \times X is a symmetric relation on X. We characterise those equivalence relations on an infinite set that arise as the closure of the diagonal with respect to a T_1-topology.
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