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Results: 1-6 |
Results: 6
THE CONDITIONS INT(R)SUBSET-OF-R-S[X] AND INT(R-S)=INT(R)(S) FOR INTEGER-VALUED POLYNOMIALS
Authors: RUSH DE
Citation: De. Rush, THE CONDITIONS INT(R)SUBSET-OF-R-S[X] AND INT(R-S)=INT(R)(S) FOR INTEGER-VALUED POLYNOMIALS, Journal of pure and applied algebra, 125(1-3), 1998, pp. 287-303
GENERATING IDEALS UP TO RADICAL IN NOETHERIAN POLYNOMIAL-RINGS
Authors: RUSH DE
Citation: De. Rush, GENERATING IDEALS UP TO RADICAL IN NOETHERIAN POLYNOMIAL-RINGS, Communications in algebra, 25(7), 1997, pp. 2169-2191
NUMBERS OF GENERATORS OF IDEALS IN ZERO-DIMENSIONAL GROUP-RINGS
Authors: OKON JS RUSH DE VICKNAIR P
Citation: Js. Okon et al., NUMBERS OF GENERATORS OF IDEALS IN ZERO-DIMENSIONAL GROUP-RINGS, Communications in algebra, 25(3), 1997, pp. 803-831
2-GENERATED IDEALS IN NON-NOETHERIAN SEMIGROUP RINGS
Authors: OKON JS RUSH DE VICKNAIR P
Citation: Js. Okon et al., 2-GENERATED IDEALS IN NON-NOETHERIAN SEMIGROUP RINGS, Journal of pure and applied algebra, 111(1-3), 1996, pp. 255-276
2-GENERATED IDEALS AND REPRESENTATIONS OF ABELIAN-GROUPS OVER VALUATION RINGS
Authors: RUSH DE
Citation: De. Rush, 2-GENERATED IDEALS AND REPRESENTATIONS OF ABELIAN-GROUPS OVER VALUATION RINGS, Journal of algebra, 177(1), 1995, pp. 77-101
DELTA-REDUCTIONS OF MODULES
Authors: RATLIFF LJ RUSH DE
Citation: Lj. Ratliff et De. Rush, DELTA-REDUCTIONS OF MODULES, Communications in algebra, 21(8), 1993, pp. 2667-2685
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