Math 535: Topology Homework 1 - Beetle Space.

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Algebraic Topology Homework 4 Solutions Here are a few solutions to some of the trickier problems. Recall: Let Xbe a topological space, A Xa subspace of X. Suppose f;g: X!Xare. spheres on Page 134 in Hatcher, which I did not discuss in class.) Solution: No one really did a good job with the last part. The point is that any invertible.

We will use Algebraic Topology by Alan Hatcher as our primary textbook. It is free to download and the printed version is inexpensive. It can be nicely supplemented by Homotopic topology by A.Fomenko, D.Fuchs, and V.Gutenmacher. The first two chapters cover the material of the fall semester.

Algebraic Topology (634), Homework 8 solutions Numbered. Algebraic Topology (634), Homework 8 solutions Numbered problems are from Hatcher unless otherwise indicated. (1) Let p: Xu02dc u2192 X be a covering space.

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Algebraic Topology (MSU - Spring 2007 - Futer) Homework 2: Borsuk-Ulam and retractions (Hatcher 1.1) Homework 3: fundamental group and van Kampen (Hatcher 1.1-1.2) Homework 4: quotient spaces and fundamental group (Hatcher 1.2) Homework 5: covering maps (Hatcher 1.3).

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Here is a link to Hatcher's book on algebraic topology: Hatcher, Algebraic Topology; This link points to the doublepage version. If you prefer, you can download a version with singlepage layout or individual chapters on the books' homepage. Homework 9 The ninth and final homework assignment is due at the end of the semester.

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