- #1
Ad123q
- 19
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I have in my algebraic topology notes, as a step in the proof of another theorem, that the product of a finite simplicial complex X with a single point (a 0-simplex) is isomorphic to the finite simplicial complex X, but I can't see why this is so.
i.e. Xx{point} isomorphic to X
Thanks
i.e. Xx{point} isomorphic to X
Thanks