The product topology on a Cartesian product of topological spaces is defined as:
A) The smallest topology that makes all projection maps continuous.
B) The largest topology that makes all projection maps continuous.
C) The discrete topology.
D) The indiscrete topology.

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05-06-2024
Mathematics

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The product topology on a Cartesian product of topological spaces is defined as:
A) The smallest topology that makes all projection maps continuous.
B) The largest topology that makes all projection maps continuous.
C) The discrete topology.
D) The indiscrete topology.

Sagot :

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