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Autor(en) / Beteiligte
Titel
Cohomology of completions [electronic resource]
Link zum Volltext
Beschreibungen/Notizen
  • Description based upon print version of record.
  • Includes bibliographical references (p. 801-802).
  • Front Cover; Cohomology of Completions; Copyright Page; Contents; Dedication; Preface; INTRODUCTION; Chapter 1. Manipulating in Abelian Categories; Section 1: Categories; Section 2: Subobjects and Quotient-Objects; Section 3: Abelian Categories; Section 4: Imbedding of Abelian Categories; Section 5: Subquotients; Section 6: Left Coherent Rings; Section 7: Denumerable Direct Product and Denumerable Inverse Limit; Chapter 2. Theory of Spectral Sequences; Section 1: Spectral Sequences in the Ungraded Case; Section 2: The Spectral Sequence of an Exact Couple, Ungraded Case
  • Section 3: Graded CategoriesSection 4: Spectral Sequences in a Graded Abelian Category; Section 5: The Spectral Sequence of an Exact Couple, Graded Case; Section 6: Filtered Objects; Section 7: The Partial Abutments of the Spectral Sequence of an Exact Couple; Section 8: The Spectral Sequence of a Filtered Cochain Complex; Section 9: Convergence; Section 10: Some Examples; PART I:; Chapter 1. The Generalized Bockstein Spectral Sequence; Chapter 2. The Short Exact Sequence I .8; Chapter 3. Cohomology of an Inverse Limit of Cochain Complexes
  • Chapter 4. Cohomology of Cochain Complexes of t-Adically Complete Left A-ModulesChapter 5. Finite Generation of the Cohomology of Cochain Complexes of t-Adically Complete Left A-Modules; PART II:; Chapter 6. The Highest Non-Vanishing Cohomology Group; Chapter 7. Poincaré Duality; PART III:; Chapter 8. Finite Generation of the Cohomology of Cochain Complexes of I-Adically Complete Left A-Modules for a Finitely Generated Ideal I; BIBLIOGRAPHY
  • Cohomology of completions
  • English
Sprache
Englisch
Identifikatoren
ISBN: 1-281-79716-2, 9786611797164, 0-08-087153-4
OCLC-Nummer: 476216877
Titel-ID: 9925021978406463
Format
1 online resource (833 p.)
Schlagworte
Complexes, Cochain, Modules (Algebra), Spectral sequences (Mathematics)