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Stable range in commutative rings. (English) Zbl 0156.27303


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[1] Bass, H, K-theory and stable algebra, Publ. inst. hautes etudes sci., No. 22, (1964) · Zbl 0248.18025
[2] Bourbaki, N, Algébre commutative, (1961-1965), Hermann Paris, Chapters 1-7 · Zbl 0141.03501
[3] Cohn, H, A second course in number theory, (1962), Wiley New York · Zbl 0208.31501
[4] Gilmer, R; Ohm, J, Integral domains with quotient overrings, Math. ann., 153, 97-103, (1964) · Zbl 0128.26004
[5] Grothendieck, A, Publ. inst. hautes etudes sci., No. 20, (1964)
[6] Jaffard, P, Dimension des anneaux de polynomes. I, Sem. dubreil, No. 20, (1957-1958) · Zbl 0168.29104
[7] Jaffard, P, Théorie de la dimension dans LES anneaux de polynomes, () · Zbl 0096.02502
[8] Kaplansky, I, Elementary divisors and modules, Trans. am. math. soc., 66, 464-491, (1949) · Zbl 0036.01903
[9] Krull, W, Beitrage zur arithmetik kommutativer integritatsbereiche. I, Math. Z., 41, 544-577, (1936) · JFM 62.1105.01
[10] Krull, W, Beitrage zur arithmetik kommutativer integritatsbereiche. II, Math. Z., 41, 665-679, (1936) · JFM 62.1105.02
[11] Krull, W, Jacobsonsche ringe, hilbertscher nullenstellensatz, dimensiontheorie, Math. Z., 54, 354-387, (1951) · Zbl 0043.03802
[12] Nagata, M, Local rings, (1962), Interscience New York · Zbl 0123.03402
[13] Serre, J.-P, Modules projectifs et éspaces fibres á fibre vectorielle, Sem dubreil, No. 23, (1957-1958)
[14] Seshadri, C.S, Trivality of vector bundles over the affine space K2, () · Zbl 0081.26603
[15] Swan, R.G, Vector bundles and projective modules, Trans. am. math. soc., 105, (1962) · Zbl 0109.41601
[16] Zariski, O; Samuel, P, ()
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