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## The arithmetic and geometry of algebraic cycles. Proceedings of the NATO Advanced Study Institute, Banff, Canada, June 7–19, 1998.(English)Zbl 0933.00032

NATO ASI Series. Series C. Mathematical and Physical Sciences. 548. Dordrecht: Kluwer Academic Publishers. xxx, 615 p. (2000).
The articles of this volume will be reviewed individually.
Indexed articles:
Bloch, Spencer; Esnault, Hélène, Lectures on algebro-geometric Chern-Weil and Cheeger-Chern-Simons theory for vector bundles, 3-28 [Zbl 0985.14004]
Gajer, Paweł, Deligne cohomology and the geometric (co)-bar constructions, 29-50 [Zbl 1014.14005]
van Geemen, Bert, Kuga-Satake varieties and the Hodge conjecture, 51-82 [Zbl 0987.14008]
Murty, V. Kumar, Hodge and Weil classes on abelian varieties, 83-115 [Zbl 1028.14016]
Suslin, Andrei; Voevodsky, Vladimir, Bloch-Kato conjecture and motivic cohomology with finite coefficients, 117-189 [Zbl 1005.19001]
Gordon, B. Brent; Lewis, James D., Indecomposable higher Chow cycles, 193-224 [Zbl 0984.14002]
Jannsen, Uwe, Equivalence relations on algebraic cycles, 225-260 [Zbl 0988.14003]
Jannsen, Uwe, Letter to Gross on higher Abel-Jacobi maps, 261-275 [Zbl 1037.14501]
Langer, Andreas, Finiteness of torsion in the codimension-two Chow group: An axiomatic approach, 277-284 [Zbl 1072.14506]
Müller-Stach, Stefan, Algebraic cycle complexes: Basic properties, 285-305 [Zbl 0991.14005]
Murre, J. P., Algebraic cycles on abelian varieties: Application of abstract Fourier theory, 307-320 [Zbl 0991.14006]
Saito, Shuji, Motives and filtrations on Chow groups. II, 321-346 [Zbl 0974.14006]
Srinivas, V., Zero cycles on singular varieties, 347-382 [Zbl 0991.14004]
Saito, Masa-Hiko, Prepotentials of Yukawa couplings of certain Calabi-Yau 3-folds and mirror symmetry, 385-425 [Zbl 0995.14014]
Saito, Takeshi, Weight-monodromy conjecture for $$\ell$$-adic representations associated to modular forms: A supplement to the paper: “Modular forms and $$p$$-adic Hodge theory”, 427-431 [Zbl 0990.11035]
Schoen, Chad, Cohomology computations related to the $$l$$-adic Abel-Jacobi map modulo $$l$$, 433-466 [Zbl 0994.14013]
Scholl, Anthony J., Integral elements in $$K$$-theory and products of modular curves, 467-489 [Zbl 0982.14009]
de Jeu, Rob, Appendix to the paper of Scholl: A counterexample to a conjecture of Beilinson, 491-493 [Zbl 0982.14010]
Silverberg, A.; Zarhin, Yu. G., Reduction of abelian varieties, 495-513 [Zbl 1029.14014]
Yui, Noriko, The arithmetic of certain Calabi-Yau varieties over number fields, 515-560 [Zbl 1023.14016]
Zagier, Don; Gangl, Herbert, Classical and elliptic polylogarithms and special values of $$L$$-series, 561-615 [Zbl 0990.11041]

### MSC:

 00B25 Proceedings of conferences of miscellaneous specific interest 14-06 Proceedings, conferences, collections, etc. pertaining to algebraic geometry

### Keywords:

Arithmetic; Geometry; Algebraic cycles; NATO; Banff (Canada)
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