Let X be a topological space and let XxX be the topological product of X by itself, by which we mean the cartesian produ

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Let X be a topological space and let XxX be the topological product of X by itself, by which we mean the cartesian produ

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Let X Be A Topological Space And Let Xxx Be The Topological Product Of X By Itself By Which We Mean The Cartesian Produ 1
Let X Be A Topological Space And Let Xxx Be The Topological Product Of X By Itself By Which We Mean The Cartesian Produ 1 (25.88 KiB) Viewed 27 times
Let X be a topological space and let XxX be the topological product of X by itself, by which we mean the cartesian product equipped with the product topology. Define the diagonal map A: X X X X by A(x) = (x,x). Prove that the map A is continuous.
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