Stafford, J. T.
Stably free, projective right ideals
Compositio Mathematica, Tome 54 (1985) no. 1 , p. 63-78
Zbl 0565.16012 | MR 782386
URL stable : http://www.numdam.org/item?id=CM_1985__54_1_63_0

Bibliographie

[1] B.A. Artamonov: Projective, nonfree modules over group rings of solvable groups(Russian) Mat. sb. (N.S.)116 (1981) 232-244. MR 637862 | Zbl 0474.16007

[2] W. Borho and R. Rentschler: Oresche Teilmengen in Einhüllenden Algebren, Math. Ann. 217 (1975) 201-210. MR 401853 | Zbl 0297.17004

[3] N. Jacobson: Lie algebras, Tracts in Pure and Applied Math. No. 10, Interscience, New York (1962). MR 143793 | Zbl 0121.27504

[4] T.Y. Lam: Serre's conjecture, Lecture Notes in Math. No. 635, Springer-Verlag, Berlin/New York (1978). MR 485842 | Zbl 0373.13004

[5] J. Lewin: Projective modules over group algebras of torsion-free groups, Michigan Math. J. 29 (1982) 59-64. MR 646371 | Zbl 0483.16008

[6] M. Ojanguren and R. Sridharan: Cancellation of Azumaya algebras, J. Algebra 18 (1971) 501-505. MR 276271 | Zbl 0223.16006

[7] D. Quillen: Higher algebraic K-theory, In: Algebraic K-theory I: Higher K-theories, Lecture Notes in Math. No. 341, Springer-Verlag, Berlin/New York (1973). Zbl 0292.18004

[8] R. Resco, L.W. Small and J.T. Stafford: Krull and global dimension of semiprime Noetherian PI rings, Trans. Amer. Math. Soc. 274 (1982) 285-296. MR 670932 | Zbl 0495.16008

[9] G.S. Rinehart and A. Rosenberg: The global dimension of Ore extensions and Weyl algebras. In: Algebra, Topology and Category Theory: a Collection of Papers in Honor of Samuel Eilenberg, Academic Press, New York (1976). MR 409563 | Zbl 0336.16028

[10] J.T. Stafford: Stable structure of noncommutative Noetherian rings, J. Algebra 47 (1977) 244-267. MR 447335 | Zbl 0391.16009

[11] J.T. Stafford: The stability theorems: algebraic K-theory for non-commutative Noetherian rings. In: Proc. Durham Conference on Noetherian Rings and Rings with Polynomial identity, (mimeographed notes, Leeds University) (1980).

[12] R.G. Swan: Vector bundles and projective modules, Trans. Amer. Math. Soc. 105 (1962) 264-277. MR 143225 | Zbl 0109.41601

[13] D.B. Webber: Ideals and modules of simple Noetherian hereditary rings, J. Algebra 16 (1970) 239-242. MR 265395 | Zbl 0211.06201