Matches in Harvard for { <http://id.lib.harvard.edu/aleph/001081000/catalog> ?p ?o. }
Showing items 1 to 23 of
23
with 100 items per page.
- catalog contributor b1228892.
- catalog created "[1972]".
- catalog date "1972".
- catalog date "[1972]".
- catalog dateCopyrighted "[1972]".
- catalog description "Bibliografía e índice.".
- catalog description "Includes bibliographical references.".
- catalog description "pt. I. Fields. Field extensions -- Ruler and compass constructions -- Foundations of Galois theory -- Normality and stability -- Splitting fields -- Radical extensions -- The trace and norm theorems -- Finite fields -- Simple extensions -- Cubic and quartic equations -- Separability -- Miscellaneous results on radical extensions -- Infinite algebraic extensions -- pt. II. Rings. The radical -- Primitive rings and the density theorem -- Semi-simple rings -- The Wedderburn principal theorem -- Theorems of Hopkins and Levitzki -- Primitive rings with minimal ideals and dual vector spaces -- Simple rings -- pt. III. Homological dimension. Dimension of modules -- Global dimension -- First theorem on change of rings -- Polynomial rings -- Second theorem on change of rings -- Third theorem on change of rings -- Localization -- Preliminary lemmas -- A regular ring has finite global dimension -- A local ring of finite global dimension is regular -- Injective modules -- The group of homomorphisms -- The vanishing of Ext -- Injective dimension.".
- catalog extent "x, 206 p.".
- catalog identifier "02264245020226424510 (pbk)".
- catalog isPartOf "Chicago lectures in mathematics".
- catalog issued "1972".
- catalog issued "[1972]".
- catalog language "eng".
- catalog publisher "Chicago, University of Chicago Press".
- catalog subject "Algebraic fields.".
- catalog subject "Galois theory.".
- catalog subject "QA247 .K32 1972".
- catalog subject "Rings (Algebra)".
- catalog tableOfContents "Bibliografía e índice.".
- catalog tableOfContents "pt. I. Fields. Field extensions -- Ruler and compass constructions -- Foundations of Galois theory -- Normality and stability -- Splitting fields -- Radical extensions -- The trace and norm theorems -- Finite fields -- Simple extensions -- Cubic and quartic equations -- Separability -- Miscellaneous results on radical extensions -- Infinite algebraic extensions -- pt. II. Rings. The radical -- Primitive rings and the density theorem -- Semi-simple rings -- The Wedderburn principal theorem -- Theorems of Hopkins and Levitzki -- Primitive rings with minimal ideals and dual vector spaces -- Simple rings -- pt. III. Homological dimension. Dimension of modules -- Global dimension -- First theorem on change of rings -- Polynomial rings -- Second theorem on change of rings -- Third theorem on change of rings -- Localization -- Preliminary lemmas -- A regular ring has finite global dimension -- A local ring of finite global dimension is regular -- Injective modules -- The group of homomorphisms -- The vanishing of Ext -- Injective dimension.".
- catalog title "Fields and rings.".
- catalog type "text".