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M. Rost Norm varieties and algebraic cobordism, Proc. N. Katz, W. Messing Some consequences of the Riemann speculation for varieties over finite fields, Invent. D. Grayson (after D. Quillen) Finite generation of K -groups of a curve over a finite field, Lect. B. Kahn The Geisser-Levine methodology revisited and algebraic cycles over a finite field, Math. B. Kahn Some conjectures within the algebraic K -theory of fields, I: K -principle with coefficients and étale K -principle, NATO ASI Series, Ser. B. Kahn On the Lichtenbaum-Quillen conjecture, Algebraic K-concept and algebraic topology (Lake Louise, AB, 1991), NATO ASI Ser. F. Morel Voevodsky’s proof of Milnor’s conjecture, Bull. K. Kato A generalization of upper class field idea through the use of K -teams, I, J. Fac. B. Mazur, A. Wiles Class fields of abelian extensions of Q, Invent. A.M. Šermenev Motif of an Abelian selection (in Russian); English translation: Functional Anal. J.S. Milne Abelian varieties, in Arithmetic Geometry (G. M. Hanamura Homological and cohomological motives of algebraic varieties, Invent. U. Jannsen Mixed motives and algebraic K-concept, Lect. U. Jannsen Continuous étale cohomology, Math. S. Lichtenbaum Values of zeta functions, étale cohomology and algebraic K -theory, Lect.


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