Mathematics Homework Solutions
#88733
Covering space of S^1 and Homomorphisms
Let p: (0,10) --> S^1, p(t) = (cos t, sin t).
Show that p is a local homomorphism, but ((0,10), p) is NOT a covering space of S^1
Covering space of S^1 and Homomorphisms are investigated.
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By OTA - Overall OTA Rating
Sangameshwar Y, MSc - n/a
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