Local Algebra
Publication details: United States of America: Springer, 2000Description: 128pISBN: 9783642085901Subject(s): Local Algebra | Dimensietheorie | Rings, algebras | Local rings | Commutative algebraDDC classification: 512
Contents:
I. Prime Ideals and Localization.- 1. Notation and definitions.- 2. Nakayama’s lemma.- 3. Localization.- 4. Noetherian rings and modules.- 5. Spectrum.- 6. The noetherian case.- 7. Associated prime ideals.- 8. Primary decompositions.- II. Tools.- A: Filtrations and Gradings.
| Item type | Current library | Call number | Status | Date due | Barcode | Item holds |
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General Books
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Central Library, Sikkim University General Book Section | 512 SER/L (Browse shelf(Opens below)) | Available | 053382 |
Total holds: 0
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| 512 SEE/P Polynomial automorphisms: and the Jacobian conjecture/ | 512 SER/L Local Algebra/ | 512 SER/L Local Algebra/ | 512 SER/L Local Algebra | 512 SPR/J Jordan Algebras and Algebraic Groups/ | 512 VIN/C A course in algebra/ | 512.00285 GAN/C Computer algebra in scientific computing: CASC 2000/ |
I. Prime Ideals and Localization.- 1. Notation and definitions.- 2. Nakayama’s lemma.- 3. Localization.- 4. Noetherian rings and modules.- 5. Spectrum.- 6. The noetherian case.- 7. Associated prime ideals.- 8. Primary decompositions.- II. Tools.- A: Filtrations and Gradings.
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