Textbooks A Course in Ring Theory
Book Cover for A Course in Ring Theory

A Course in Ring Theory

Donald S. Passman 2004 Edition ISBN #9780821836804 289 Questions
119 Students Work From this Textbook

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Chapters

1

Modules and Homomorphisms

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10 questions
2

Projective Modules

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10 questions
3

Completely Reducible Modules

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10 questions
4

Wedderburn Rings

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10 questions
5

Artinian Rings

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10 questions
6

Hereditary Rings

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10 questions
7

Dedekind Domains

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10 questions
8

Projective Dimension

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10 questions
9

Tensor Products

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10 questions
10

Local Rings

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10 questions
11

Skew Polynomial Rings

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10 questions
12

Grothendieck Groups

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10 questions
13

Graded Rings and Modules

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10 questions
14

Induced Modules

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10 questions
15

Syzygy Theorem

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10 questions
16

Patching Theorem

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10 questions
17

Serre Conjecture

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9 questions
18

Big Projectives

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10 questions
19

Generic Flatness

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10 questions
20

Nullstellensatz

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10 questions
21

Injective Modules

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10 questions
22

Injective Dimension

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10 questions
23

Essential Extensions

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10 questions
24

Maximal Ring of Quotients

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10 questions
25

Classical Ring of Quotients

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10 questions
26

Goldie Rings

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10 questions
27

Uniform Dimension

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10 questions
28

Uniform Injective Modules

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10 questions
29

Reduced Rank

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10 questions
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