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BIBLIOGRAPHY ON THE COMPLETELY DECOMPOSED ...

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http : //tesisenxarxa.net/TESIS V PC/AV AILABLE...<br />

61. M. Levine. C. Serpé, On a spectral sequence for equivariant K-theory, Ktheory,<br />

38(2008), no. 2, pp. 177-222, http : //springerlink.com/content/<br />

pj11n22133262k9l/fulltext.pdf; http : //www.math.neu.edu/ ∼ Levine/Equiv<br />

SpecSeq.pdf.<br />

62. A. Nenashev, On the Witt groups of projective bundles and split<br />

quadrics: geometric reasoning, Jour. of K-theory, 2008, http :<br />

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1956088.<br />

63. D. Orlov, Formal completions and idempotent complitions of triangulated categories<br />

of singularities, Advances in Mathematics, 226(2011), no.1, pp. 206-217;<br />

see also http : //www.arXiv.org, no. 0901.1859v1, [math.AG], Jan. 2009, pp.<br />

1-12.<br />

64. D. Eriksson, A Deligne-Riemann-Roch isomorphism I: Preliminaries on virtual<br />

categories, available at arXiv : 0904.4059v1, [math.AG], pp. 1-71, 26 April 2009.<br />

65. N. Yagita, Note on Witt group and K0-theory of complex grassmannians, Eprint,<br />

Linear algebraic groups archive, Univ. Bielefeld, 2009, no. 325, pp. 1-10,<br />

http : //www.math.uni − bielefeld.de/LAG/man/325.ps.<br />

66. A. Nenashev, Projective push forwards in the Witt theory of algebraic varieties,<br />

Advances in math., v. 220(2009), no. 6, pp. 1923-1944; see also Preprint, pp.<br />

1-??, 2008; http : //www.math.uiuc.edu/K − theory, no. 848<br />

67. G. Cortinas, Ch. Haesemeyer, M. Walker, C. Weibel, K-theory of cones of smooth<br />

varieties, E-print, available at arXiv : 0905.4642v2, [math.KT]. 28 May. 2009,<br />

pp. 1-17; or K- theory archive: http : //www.math.uiuc.edu/K − theory, no.<br />

???.<br />

68. M. Wendt, Stabilization in algebraic K-theory and group homology,<br />

Preprint, Dec. 2009, pp. 1-21, http : //home.mathematik.uni −<br />

freiburg.de/arithmetishce − geometrie/preprints/wendt − stabilization.pdf.<br />

69. J. Riou, Algebraic K-theory, A 1 -homotopy and Riemann- Roch theorems, J.<br />

of Topology, v. 3, no. 2 (2010), pp. 229-264; see also arXiv:0907.2338v1<br />

[math.AG], pp. 1-39, July 2009, or http : //www.math.uiuc.edu/K − theory.<br />

70. O. Rondigs, M. Spitzweck, P. Ostvaer, Motivic strict ring model for K-theory,<br />

Proc. AMS, 138(2010), 3509-3520; see also arXive:0907.4121v1, [math.AT], 23<br />

July, 2009, or http : //www.archive.uisc.edu/K −theory, no. 937, July 23, 2009.<br />

71. M. Spiess, T. Yamazaki, A counterexample to generalization of the Milnor-Bloch-<br />

Kato conjecture, J. K-theory, 4(2009), no. 1, 77-90.<br />

72. Weibel C., The norm residue isomorphism theorem, Journ. of Topology, v. 2<br />

(2009), 346-372; see also http : //www.math.uiuc.edu/K − theory, no. 934,<br />

June, 2009,<br />

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