<html><head><meta name="color-scheme" content="light dark"></head><body><pre style="word-wrap: break-word; white-space: pre-wrap;">\begin{thebibliography}{Voe02b}

\bibitem[Bl87]{Bei}
A.~A. Be\u{\i}~linson.
\newblock Height pairing between algebraic cycles.
\newblock In {\em $K$-theory, arithmetic and geometry (Moscow, 1984--1986)},
  volume 1289 of {\em Lecture Notes in Math.}, pages 1--25. Springer, Berlin,
  1987.

\bibitem[BL95]{BLss}
Spencer Bloch and Steve Lichtenbaum.
\newblock A spectral sequence for motivic cohomology.
\newblock UIUC K-theory Preprint Archives, 62., 1995.

\bibitem[Dun02]{Dundas:Thisvolume}
Bj{\o}rn~Ian Dundas.
\newblock Prerequisites in algebraic topology.
\newblock In {\em Summer school on motivic homotopy theory}. 2002.

\bibitem[FS00]{FSss}
Eric~M. Friedlander and Andrei Suslin.
\newblock The spectral sequence relating algebraic ${K}$-theory to motivic
  cohomology.
\newblock {\em UIUC K-theory Preprint Archives, 432. To appear in: Ann. Sci.
  Ecole Norm. Sup.}, 2000.

\bibitem[Hov99]{HoveyBook}
Mark Hovey.
\newblock {\em Model categories}.
\newblock American Mathematical Society, Providence, RI, 1999.

\bibitem[Jar00]{Jardine}
J.~F. Jardine.
\newblock Motivic symmetric spectra.
\newblock {\em Doc. Math.}, 5:445--553 (electronic), 2000.

\bibitem[Lev01]{Lss}
Marc Levine.
\newblock Techniques of localization in the theory of algebraic cycles.
\newblock {\em J. Algebraic Geom.}, 10(2):299--363, 2001.

\bibitem[Lev02]{Levine:Thisvolume}
Marc Levine.
\newblock Lectures in {N}ordfjordeid.
\newblock In {\em Summer school on motivic homotopy theory}. 2002.

\bibitem[Nee96]{Amnon1}
Amnon Neeman.
\newblock The {G}rothendieck duality theorem via {B}ousfield's techniques and
  {B}rown representability.
\newblock {\em J. Amer. Math. Soc.}, 9(1):205--236, 1996.

\bibitem[Nee01]{NeemanBook}
Amnon Neeman.
\newblock {\em Triangulated categories}, volume 148 of {\em Annals of
  Mathematics Studies}.
\newblock Princeton University Press, Princeton, NJ, 2001.

\bibitem[Sus02]{Sss}
Andrei Suslin.
\newblock On the {G}rayson spectral sequence.
\newblock UIUC K-theory Preprint Archives, 588., 2002.

\bibitem[SV96]{Suslin-Voevodsky:singular}
Andrei Suslin and Vladimir Voevodsky.
\newblock Singular homology of abstract algebraic varieties.
\newblock {\em Invent. Math.}, 123(1):61--94, 1996.

\bibitem[Voe98]{Voevodsky-ICM}
Vladimir Voevodsky.
\newblock $\mathbf{A}^1$-homotopy theory.
\newblock In {\em Proceedings of the International Congress of Mathematicians,
  Vol. I (Berlin, 1998)}, pages 579--604 (electronic), 1998.

\bibitem[Voe00a]{open}
Vladimir Voevodsky.
\newblock Open problems in motivic homotopy theory, {I}.
\newblock UIUC K-theory Preprint Archives, 392, 2000.

\bibitem[Voe00b]{Voevodsky:motives}
Vladimir Voevodsky.
\newblock Triangulated categories of motives over a field.
\newblock In {\em Cycles, transfers, and motivic homology theories}, pages
  188--238. Princeton Univ. Press, Princeton, NJ, 2000.

\bibitem[Voe02a]{Voevodsky:cancellation}
Vladimir Voevodsky.
\newblock Cancellation theorem.
\newblock UIUC K-theory Preprint Archives, 541, 2002.

\bibitem[Voe02b]{newap}
Vladimir Voevodsky.
\newblock A possible new approach to the motivic spectral sequence for
  algebraic {$K$}-theory.
\newblock In {\em Recent progress in homotopy theory (Baltimore, MD, 2000)},
  volume 293 of {\em Contemp. Math.}, pages 371--379. Amer. Math. Soc.,
  Providence, RI, 2002.

\end{thebibliography}
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