Compute the homology groups of the space consisting of two Klein bottles with no points in common.
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Compute the homology groups of the space consisting of two Klein bottles with no points in common.
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If P 1 is a vertex on one Klein bottle and P 2 is a vertex on the other then there is no 1cycle with boundary P 2 P 1 so the 0cycles are the elements ...View the full answer
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