Article
Full entry |
PDF
(0.5 MB)
Feedback
PDF
(0.5 MB)
Feedback
References:
[1] ARENS R., KAPLANSKY I.: Topological repгesentation of algebгas. Trans. Amer. Math. Soc., 63, 1949, 457-481. MR 0025453
[2] BERGMAN G.: Hereditary commutative rings and centres of hereditary rings. Pгoc. Londoh Math. Soc., 23, 1971, 214-236. MR 0309918 | Zbl 0219.13018
[3] BURGESS W., STEPHENSON W.: Pierce sheaves of non-commutative rings. Communications in Algebra, 4, 1976, 51-75. MR 0404320 | Zbl 0318.16005
[4] DAUNS J., HOFMANN K.: The repгesentation of biregular rings by sheaves. Math. Z., 91. 1966, 103-123. MR 0186693
[5] DeMEYER F.: Separable polynomials over a commutative ring. Roc. Mtn. J. Math. 2, 1972, 299-310. MR 0294321 | Zbl 0235.13004
[6] GROTHENDIECK A., DIEUDONNE J.: Elements de Geometrie Algebriquue. I.H.E.S. Publications Math. Paris 1960.
[7] HERSTEIN L.: Topics in ring theory. The University of Chicago Pгess, 1969. MR 0271135 | Zbl 0232.16001
[8] KOH K.: On functional representations of a ring without nilpotent elements. Canadian Math. Bull., 14, 1971, 349-352. MR 0369440 | Zbl 0217.34004
[9] LAMBEK J.: On the representation of modules by sheaves of factor modules. Canad. Math. Bull., 14, 1971, 359-368. MR 0313324 | Zbl 0217.34005
[10] MAGID A.: Pierce's representation and separable algebras. Illinois J. Math. 15, 1971, 114-121. MR 0272832 | Zbl 0204.05904
[11] PIERCE R.: Modules over commutative regular rings. Mem. Amer. Math. Soc., 70, 1967. MR 0217056 | Zbl 0152.02601
[12] SZETO G.: On almost hereditaгy rings. J. Algebгa, 34, 1975, 97-104. MR 0422352
[14] VASCONCELOS W.: Finiteness of projective ideals. J. Algebra, 25, 1973, 269-278. MR 0314828
[14] VILLAMAYOR O., ZELINSKY D.: Galois theory for rings with infinitely many idempotents. Nagoya J. Math., 55, 1969, 83-98. MR 0244238
Search
Partner of
