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BIBLIOGRAPHY ON THE COMPLETELY DECOMPOSED ...

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categories, Preprint, 2001, pp. 1-150, available at http : //www.math.ohio −<br />

state.edu/ ∼ joshua.<br />

35. D. Dugger, The Ω-spectrum for motivic cohomology, Preprint, 2001, pp. 1-14,<br />

available at http : //www.math.purdue.edu/ ∼ dugger<br />

36. D. Dugger, The Zariski and Nisnevich descent theorems, Preprint, 2001, pp. 1-7,<br />

available at http : //www.math.uoregon/ ∼ dagger<br />

37. J. F. Jardine, E2-model structure for presheaf categories, Preprint, 2001, pp.<br />

1-35, available at: http : //www.math.uwo.ca/ ∼ jardine<br />

38. G. M. L. Powell, The adjunction between H(k) and DM eff (k), Preprint, 2001,<br />

pp. 1-22, available at http : //www.math.paris13.fr/ ∼ powell.<br />

39. D. Dugger, D. Isaksen, Topological hypercovers and A 1 - realizations, Math. Zeit.,<br />

246(2004), pp. 667-689; see also http : //www.math.uiuc.edu/K − theory, no.<br />

528, 2001, pp. 1-21.<br />

40. J. Riou, Théorie homotopique des S-schémas, Memoire DEA, see item I-20 above.<br />

41. J. Riou, Fonctorialité des catégories homotopiques, 2 exposés, pp. 1-8, 2001,<br />

http : //www.eleves.ens.fr : 8080/home/jriou/maths/dvi/fonctorialite.ps.gz<br />

42. J. Riou, Structures monoidales sur SH(X), 2 exposés, Institut de Math. de<br />

Jussieu, pp. 1-20, 2001, http : //www.math.jussieu.fr/ ∼ riou<br />

43. J. Riou, Spectres de type fini, Preprint, 2002, pp. 1-17, http :<br />

//www.eleves.ens.fr : 8080/home/jriou/maths/dvi/type.finitude.ps.gz<br />

44. B. I. Dundas, P. A. Ostvaer, O. Roendigs, Stable motivic homotopy theory,<br />

Preprint, 2001, pp.1-20, http : //www.math.utnu.no/ ∼ dundas/talk/Aahus.ps<br />

45. B. I. Dundas, P. A. Ostvaer, O. Roendigs, Enriched functor and motivic<br />

stable homotopy theory, Preprint, 2002, pp. 1-118, available at<br />

http : //www.math.ntnu.no/ ∼ dundas/PP/motivic8.ps; see also http :<br />

//www.bieson.ub.uni − bielefeld.de/velltexte/2003/127/ps/teil2.ps.<br />

46. O. Roendigs, Motivic functors: a well behaved model for stable motivic homotopy<br />

theory, Preprint, 2000, pp. 1-13, available at http : //www.maths.gla.ac.uk/ ∼<br />

ajb/ringspectra/roendings.ps.<br />

47. O. Roendigs, Motivic functors, Dissertations, U. Bielefeld, Mai 2002, pp. 1-33,<br />

http : //archiv.ub.uni − bielefeld.de/disshabi/2002/0049/teil1.ps + teil2.ps<br />

48. R. Joshua, Derived functors for maps of simplicial spaces, Journal of Pure and<br />

Appl. Algebra, v. 171 (2002), no. 2-3, pp. 219-248.<br />

49. D. Dugger, S. Hollander, D. Isaksen, Hypercovers and simplicial presheaves,<br />

Math. Proc. Cambr. Phil. Soc., v. 136 (2003), no. 1, pp. 9-51; an older<br />

version available at http : //www.arXiv.org, E-print math.AT/0205027, pp.<br />

1-39,<br />

40

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