Induced Topology

(General Topology)

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General Topology
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What is Induced topology?

In topology and related areas of mathematics, an induced topology on a topological space is a topology that makes a given (inducing) function or collection of functions continuous from this topological space. A coinduced topology or final topology makes the given (coinducing) collection of functions continuous to this topological space.

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general topologytopology

Translations

導出拓撲 (zh)

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