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A First Course in Rings and Ideals

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Author(s): David M. Burton
Series: Addison-Wesley Series in Mathematics
Edition: 1
Publisher: Addison-Wesley
Year: 1970

Language: English
Commentary: new scan of same book as https://libgen.is/book/index.php?md5=D10D659AFCCE41648C27CB29ED3472BC and https://libgen.is/book/index.php?md5=FA17D89722DDAB229CE68A3ADA2F5EEC
Pages: 309+viii

Title
Preface
Contents
Conventions
1. Introductory concepts
2. Ideals and their operations
3. The classical isomorphism theorems
4. Integral domains and fields
5. Maximal, prime, and primary ideals
6. Divisibility theory in integral domains
7. Polynomial rings
8. Certain radicals of a ring
9. Two classic theorems
10. Direct sums of rings
11. Rings with chain conditions
12. Further results on Noetherian rings
13. Some noncommutative theory
A. Relations
B. Zorn's lemma
Bibliography
Index of special symbols
Index