This work describes fundamental groups and their topological soul
mates, the covering spaces. An example of the algebraic
topologist's dream come true, covering spaces are a geometric (that
is, topological) structure that is completely characterized by its
algebraic counterpart. areas of mathematics, but in keeping with
the book's introductory aim, they are all quite elementary. Basic
concepts are clearly defined, proofs are complete, and no results
from the exercises are assumed in the text.
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