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Community Bot
Community Bot
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Check out my answer to http://math.stackexchange.com/questions/706093/https://math.stackexchange.com/questions/706093/ which explains something about Moore paths; concatenation of these gives a category, i.e. is strictly associative with strict identities. The general setting for homotopy classes rel end points of paths is that of groupoids.

Check out my answer to http://math.stackexchange.com/questions/706093/ which explains something about Moore paths; concatenation of these gives a category, i.e. is strictly associative with strict identities. The general setting for homotopy classes rel end points of paths is that of groupoids.

Check out my answer to https://math.stackexchange.com/questions/706093/ which explains something about Moore paths; concatenation of these gives a category, i.e. is strictly associative with strict identities. The general setting for homotopy classes rel end points of paths is that of groupoids.

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Ronnie Brown
Ronnie Brown
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Check out my answer to http://math.stackexchange.com/questions/706093/ which explains something about Moore paths; concatenation of these gives a category, i.e. is strictly associative with strict identities. The general setting for homotopy classes rel end points of paths is that of groupoids.