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单词 locally trivial bundle
释义 locally trivial bundle
[¦lō·kǝ·lē ¦triv·ē·ǝl `bǝn·dǝl]
MATHEMATICS
A bundle for which each point in the base has a neighborhood U whose inverse image under the projection map is isomorphic to a cartesian product of U with a space isomorphic to the fibers of the bundle.
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