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Results tagged with flatness
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user 19276
19
votes
Is there a notion of "flat vector bundle over a topological space"?
According to Kamber-Tondeur (1967), a principal $G$-bundle over a space $X$
is flat if it is induced from the universal covering bundle of $X$ by a homomorphism $\pi_1X\to G$. In the differentiable c …
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