Abstract algebra:
Material type:
TextLanguage: Eng. Publication details: New Delhi. : Wiley 2018Edition: 3rd edDescription: xi; 388p. PAPER BACK 21cmISBN: 9788126532285Subject(s): AlgebraDDC classification: 512.02 | Item type | Current library | Home library | Collection | Call number | Copy number | Status | Notes | Date due | Barcode |
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Books
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ADBU Azara Campus Library Reference | ADBU Azara Campus Library Reference | Non-fiction | 512.02 DUM (Browse shelf(Opens below)) | 1 | Not For Loan | Placed in Azara Campus Library. | 16636 | |
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Books
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ADBU Tapesia Campus Library Mathematics | ADBU Tapesia Campus Library Mathematics | Non-fiction | 512.02 DUM (Browse shelf(Opens below)) | 2 | Available | Placed in Tapesia Campus Library. | 16637 | |
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Books
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ADBU Tapesia Campus Library Mathematics | ADBU Tapesia Campus Library Mathematics | Non-fiction | 512.02 DUM (Browse shelf(Opens below)) | 3 | Available | Placed in Tapesia Campus Library | 16638 | |
|
Books
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ADBU Tapesia Campus Library Mathematics | ADBU Tapesia Campus Library Mathematics | Non-fiction | 512.02 DUM (Browse shelf(Opens below)) | 4 | Available | Placed in Tapesia Campus Library | 16639 | |
|
Books
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ADBU Tapesia Campus Library Mathematics | ADBU Tapesia Campus Library Mathematics | Non-fiction | 512.02 DUM (Browse shelf(Opens below)) | 5 | Available | Placed in Tapesia Campus Library | 16640 | |
Reference
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ADBU Tapesia Campus Library Reference | ADBU Tapesia Campus Library Reference | Reference | 512.02 DUM (Browse shelf(Opens below)) | 6 | Not For Loan | Placed in Tepesia Library - Mathmatices | U5798 | |
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Books
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ADBU Tapesia Campus Library Mathematics | ADBU Tapesia Campus Library Mathematics | Non-fiction | 512.02 DUM (Browse shelf(Opens below)) | 7 | Available | Placed in Tepesia Library - Mathmatices | U5799 | |
|
Books
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ADBU Tapesia Campus Library Mathematics | ADBU Tapesia Campus Library Mathematics | Non-fiction | 512.02 DUM (Browse shelf(Opens below)) | 8 | Available | Placed in Tepesia Library - Mathmatices | U5800 |
Mathematics
Contents:
1.Introduction to groups
2.Subgroups
3.Quotient groups and homomorphisms
4.Group actions
5.Direct and semidirect products and abelian groups
6.Further topics in group theory
7.Introduction to rings
8.Euclidean domains, principal ideal domains and unique factorization domains
9.Polynomial rings
10.Introduction to module theory
11.Vector spaces
12.Modules over principal ideal domains
13.Field theory
14.Galois theory
15.Commutative rings and algebraic geometry
16.Artinian rings,discrete valuation rings and dedekind domains
17.Introduction to homological algebra group cohomology
18.Representation theory and character theory
19.Examples and applications of character theory
Abstract, algebra.
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