Matches in Library of Congress for { <http://lccn.loc.gov/2011942989> ?p ?o. }
Showing items 1 to 24 of
24
with 100 items per page.
- 2011942989 contributor B12425003.
- 2011942989 created "c2012.".
- 2011942989 date "2012".
- 2011942989 date "c2012.".
- 2011942989 dateCopyrighted "c2012.".
- 2011942989 description "1. Preliminaries -- 2. The restricted linear group -- 3. The calculus of corners and squares -- 4. Extensions of modules -- 5. The derived module category -- 6. Finiteness conditions -- 7. The swan mapping -- 8. Classification of algebraic complexes -- 9. Rings with stably free cancellation -- 10. Group rings of cyclic groups -- 11. Group rings of dihedral groups -- 12. Group rings of quaternion groups -- 13. Parametrizing [omega]₁(Z): generic case -- 14. Parametrizing [omega]₁(Z): singular case -- 15. Generalized swan modules -- 16. Parametrizing [omega]₁(Z): G=C[infinity] x [phi] -- 17. Conclusion.".
- 2011942989 description "Includes bibliographical references (p. 289-292) and index.".
- 2011942989 extent "xxiv, 294 p. :".
- 2011942989 identifier "1447122933 (hbk. : alk. paper)".
- 2011942989 identifier "9781447122937 (hbk. : alk. paper)".
- 2011942989 identifier "9781447122944 (e-ISBN)".
- 2011942989 isPartOf "Algebra and applications ; 17".
- 2011942989 isPartOf "Algebras and applications ; 17.".
- 2011942989 issued "2012".
- 2011942989 issued "c2012.".
- 2011942989 language "eng".
- 2011942989 publisher "London ; New York : Springer,".
- 2011942989 subject "514.24 23".
- 2011942989 subject "Homotopy theory.".
- 2011942989 subject "QA612.7 .J64 2012".
- 2011942989 subject "Syzygies (Mathematics)".
- 2011942989 tableOfContents "1. Preliminaries -- 2. The restricted linear group -- 3. The calculus of corners and squares -- 4. Extensions of modules -- 5. The derived module category -- 6. Finiteness conditions -- 7. The swan mapping -- 8. Classification of algebraic complexes -- 9. Rings with stably free cancellation -- 10. Group rings of cyclic groups -- 11. Group rings of dihedral groups -- 12. Group rings of quaternion groups -- 13. Parametrizing [omega]₁(Z): generic case -- 14. Parametrizing [omega]₁(Z): singular case -- 15. Generalized swan modules -- 16. Parametrizing [omega]₁(Z): G=C[infinity] x [phi] -- 17. Conclusion.".
- 2011942989 title "Syzygies and homotopy theory / F.E.A. Johnson.".
- 2011942989 type "text".