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- catalog contributor b1311993.
- catalog created "[1966]".
- catalog date "1966".
- catalog date "[1966]".
- catalog dateCopyrighted "[1966]".
- catalog description "Bibliography: p. 284-291.".
- catalog description "Preliminaries on homotopy theory -- pt. I. The general theory of fibre bundles. Generalities on bundles -- Vector bundles -- General fibre bundles -- Local coordinate description of fibre bundles -- Change of structure group in fibre bundles -- Calculations involving the classical groups -- pt. II. Elements of K-theory. Stability properties of vector bundles -- Relative K-theory -- Bott periodicity in the complex case -- Clifford Algebras -- The Adams operations and representations -- Representation rings of classical groups -- The Hopf invariant -- Vector fields on the sphere -- pt. III. Characteristic classes. Chern classes and Stiefel-Whitney classes -- Differentiable manifolds -- General theory of characteristic classes -- Appendix: Dold's theory of local properties of bundles.".
- catalog extent "xiv, 300 p. :".
- catalog hasFormat "Fibre bundles.".
- catalog isFormatOf "Fibre bundles.".
- catalog isPartOf "McGraw-Hill series in higher mathematics".
- catalog issued "1966".
- catalog issued "[1966]".
- catalog language "eng".
- catalog publisher "New York, McGraw-Hill".
- catalog relation "Fibre bundles.".
- catalog subject "Fiber bundles (Mathematics)".
- catalog subject "QA611 .H83".
- catalog tableOfContents "Preliminaries on homotopy theory -- pt. I. The general theory of fibre bundles. Generalities on bundles -- Vector bundles -- General fibre bundles -- Local coordinate description of fibre bundles -- Change of structure group in fibre bundles -- Calculations involving the classical groups -- pt. II. Elements of K-theory. Stability properties of vector bundles -- Relative K-theory -- Bott periodicity in the complex case -- Clifford Algebras -- The Adams operations and representations -- Representation rings of classical groups -- The Hopf invariant -- Vector fields on the sphere -- pt. III. Characteristic classes. Chern classes and Stiefel-Whitney classes -- Differentiable manifolds -- General theory of characteristic classes -- Appendix: Dold's theory of local properties of bundles.".
- catalog title "Fibre bundles.".
- catalog type "text".