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- catalog contributor b11950435.
- catalog created "c1999.".
- catalog date "1999".
- catalog date "c1999.".
- catalog dateCopyrighted "c1999.".
- catalog description "Includes bibliographical references and index.".
- catalog description "Lecture 1. Complex Manifolds -- Lecture 2. Vector Bundles -- Lecture 3. Kahler Manifolds -- Lecture 4. Line Bundles -- Lecture 5. The Lefschetz (1,1) Theorem -- Lecture 6. The Lefschetz (1,1) Theorem Revisited -- Lecture 7. Formulation of the General Hodge Conjecture -- Lecture 8. Chern Class Theory -- Lecture 9. Cohomology of Complete Intersections -- Lecture 10. The Hodge Theorem -- Lecture 11. Analytic and Topological Necessities of the Kahler Condition -- Lecture 12. Intermediate Jacobians -- Lecture 13. Various Approaches to the Hodge Conjecture for Varieties With Well Understood Geometric Structure -- Lecture 14. The Approach to the Hodge Conjecture via Normal Functions -- Lecture 15. Hodge Theory and Chow Groups -- App. A. Results and Formulations in the Singular Case -- App. B. A Survey of the Hodge Conjecture for Abelian Varieties.".
- catalog extent "xvi, 368 p. :".
- catalog identifier "0821805681 (alk. paper)".
- catalog isPartOf "CRM monograph series, 1065-8599 ; v. 10".
- catalog issued "1999".
- catalog issued "c1999.".
- catalog language "eng".
- catalog publisher "Providence, R.I. : American Mathematical Society,".
- catalog subject "516.3/5 21".
- catalog subject "Hodge theory.".
- catalog subject "QA564 .L49 1999".
- catalog tableOfContents "Lecture 1. Complex Manifolds -- Lecture 2. Vector Bundles -- Lecture 3. Kahler Manifolds -- Lecture 4. Line Bundles -- Lecture 5. The Lefschetz (1,1) Theorem -- Lecture 6. The Lefschetz (1,1) Theorem Revisited -- Lecture 7. Formulation of the General Hodge Conjecture -- Lecture 8. Chern Class Theory -- Lecture 9. Cohomology of Complete Intersections -- Lecture 10. The Hodge Theorem -- Lecture 11. Analytic and Topological Necessities of the Kahler Condition -- Lecture 12. Intermediate Jacobians -- Lecture 13. Various Approaches to the Hodge Conjecture for Varieties With Well Understood Geometric Structure -- Lecture 14. The Approach to the Hodge Conjecture via Normal Functions -- Lecture 15. Hodge Theory and Chow Groups -- App. A. Results and Formulations in the Singular Case -- App. B. A Survey of the Hodge Conjecture for Abelian Varieties.".
- catalog title "A survey of the Hodge conjecture / James D. Lewis.".
- catalog type "text".