Authors: GILMER R HEINZER W

Citation: R. Gilmer et W. Heinzer, EVERY LOCAL RING IS DOMINATED BY A ONE-DIMENSIONAL LOCAL RING, Proceedings of the American Mathematical Society, 125(9), 1997, pp. 2513-2520

Authors: GILMER R

Citation: R. Gilmer, ON COMPLETE INTEGRAL CLOSURE AND ARCHIMEDEAN VALUATION DOMAINS, Journal of the Australian Mathematical Society. Series A. Pure mathematics and statistics, 61, 1996, pp. 377-380

Authors: GILMER R HEINZER W

Citation: R. Gilmer et W. Heinzer, HOMOMORPHIC IMAGES OF AN INFINITE PRODUCT OF ZERO-DIMENSIONAL RINGS, Communications in algebra, 23(5), 1995, pp. 1953-1965

Authors: GILMER R HEINZER W

Citation: R. Gilmer et W. Heinzer, IMBEDDABILITY OF A COMMUTATIVE RING IN A FINITE-DIMENSIONAL RING, Manuscripta mathematica, 84(3-4), 1994, pp. 401-414

Authors: GILMER R

Citation: R. Gilmer, COMMUTATIVE RINGS WITH PERIODIC MULTIPLICATIVE SEMIGROUP, Communications in algebra, 21(11), 1993, pp. 4025-4028

Authors: GILMER R HEINZER W LANTZ D

Citation: R. Gilmer et al., THE NOETHERIAN PROPERTY IN RINGS OF INTEGER-VALUED POLYNOMIALS, Transactions of the American Mathematical Society, 338(1), 1993, pp. 187-199