The busy schedule of a college student leaves time for working, exercising, and sleeping, but at the cost of properly absorbing the course material. When I say "properly absorbing" I mean that I have a recollection of the concepts and main ideas of the courses I've survived, but I certainly couldn't explain an elaborate proof without re-reading at least a chapter on the matter. The last thing I want is to forget everything I have learned, and although I have a degree in mathematics and not a foreign language, the saying goes "If you don't use it, you'll lose it."
Although I'm excited to begin my graduate school experience, it is not August yet. So, I will be giving myself a refresher course of abstract algebra. I will actually have the time to read the book, and several times if necessary. I will complete the problems at the end of each lesson with out the pressures of an unreasonable deadline. Finally, I will have the time to share this review with you.
The book is Abstract Algebra, Third Edition, by I.N. Herstein.
Chapter One: Things Familiar and Less Familiar
Section One: A Few Preliminary Remarks
There wasn't anything I took note of and only three problems in this section. I'd say this was a nice section to get me thinking in the realm of abstract algebra.


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