A first course in rings and ideals

318 272 1

Mục lục

Ch1 - Introductory concepts
Ch2 - Ideals and their operations
Ch3 - The classical isomorphism theorems
Ch4 - Integral domains and fields
Ch5 - Maximal, prime, and primary ideals
Ch6 - Divisibility theory in integral domains
Ch7 - Polynomial rings
Ch8 - Certain radicals of a ring
Ch9 - Two classic theorems
Ch10 - Direct sums of rings
Ch11 - Rings with chain conditions
Ch12 - Further results on Noetherian rings
Ch13 - Some noncommutative theory
Appendix A - Relations
Appendix B - Zorn's Lemma
Bibliography
Index of special symbols
Index

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A first course in rings and ideals

Thông tin tài liệu

Từ khóa liên quan

Mục lục

Ch1 - Introductory concepts

Ch2 - Ideals and their operations

Ch3 - The classical isomorphism theorems

Ch4 - Integral domains and fields

Ch5 - Maximal, prime, and primary ideals

Ch6 - Divisibility theory in integral domains

Ch7 - Polynomial rings

Ch8 - Certain radicals of a ring

Ch9 - Two classic theorems

Ch10 - Direct sums of rings

Ch11 - Rings with chain conditions

Ch12 - Further results on Noetherian rings

Ch13 - Some noncommutative theory

Appendix A - Relations

Appendix B - Zorn's Lemma

Bibliography

Index of special symbols

Index

Tài liệu cùng người dùng

Tài liệu liên quan