Unformatted text preview: topics are covered in class will some times diﬀer from that of the text, and the proofs will often be diﬀerent.) The most important thing to become familiar with at this point in the course is to understand what constitutes an action of a group on a set and be able to deduce consequences. We will exploit Gsets as much as possible to prove results on groups. 1. Assignment 4 (due on Tuesday, October 26, by 4 PM) Page 65 , 66: 5, 8, 9, 10, 15, 16 , 18, 19 Pages 71 , 72: 2, 8, 11 , 14, 15, 17 Pages 8589: 1, 4, 11, 12 , 16, 17, 18 , 25, 34, 36 Pages 95 , 96: 10, 19, 20, 21 Page 101: 3 , 8, 10 1...
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 Fall '10
 DinakarRamakrishnan
 Logic, Algebra, Group Theory, Prime number

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