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Results: 1-11 |
Results: 11
PSEUDOCOMPLEMENTS IN THE LATTICE OF TORSION CLASSES
Authors: BIRKENMEIER GF WIEGANDT R
Citation: Gf. Birkenmeier et R. Wiegandt, PSEUDOCOMPLEMENTS IN THE LATTICE OF TORSION CLASSES, Communications in algebra, 26(1), 1998, pp. 197-220
WOUND SIGNALING IN TOMATO PLANTS - EVIDENCE THAT ABA IS NOT A PRIMARYSIGNAL FOR DEFENSE GENE ACTIVATION
Authors: BIRKENMEIER GF RYAN CA
Citation: Gf. Birkenmeier et Ca. Ryan, WOUND SIGNALING IN TOMATO PLANTS - EVIDENCE THAT ABA IS NOT A PRIMARYSIGNAL FOR DEFENSE GENE ACTIVATION, Plant physiology, 117(2), 1998, pp. 687-693
HOMOMORPHISMS ON GROUPS .1. DISTRIBUTIVE AND DG NEAR-RINGS
Authors: BIRKENMEIER GF HEATHERLY HE PILZ G
Citation: Gf. Birkenmeier et al., HOMOMORPHISMS ON GROUPS .1. DISTRIBUTIVE AND DG NEAR-RINGS, Communications in algebra, 25(1), 1997, pp. 185-211
REGULARITY CONDITIONS AND THE SIMPLICITY OF PRIME FACTOR RINGS
Authors: BIRKENMEIER GF KIM JY PARK JK
Citation: Gf. Birkenmeier et al., REGULARITY CONDITIONS AND THE SIMPLICITY OF PRIME FACTOR RINGS, Journal of pure and applied algebra, 115(3), 1997, pp. 213-230
AN ANDRUNAKIEVICH LEMMA FOR NEAR-RINGS
Authors: BIRKENMEIER GF HEATHERLY HE LEE EKS
Citation: Gf. Birkenmeier et al., AN ANDRUNAKIEVICH LEMMA FOR NEAR-RINGS, Communications in algebra, 23(8), 1995, pp. 2825-2850
WHEN DOES A SUPERNILPOTENT RADICAL ESSENTIALLY SPLIT OFF
Authors: BIRKENMEIER GF
Citation: Gf. Birkenmeier, WHEN DOES A SUPERNILPOTENT RADICAL ESSENTIALLY SPLIT OFF, Journal of algebra, 172(1), 1995, pp. 49-60
RINGS WHICH ARE ESSENTIALLY SUPERNILPOTENT (VOL 22, PG 1063, 1994)
Authors: BIRKENMEIER GF
Citation: Gf. Birkenmeier, RINGS WHICH ARE ESSENTIALLY SUPERNILPOTENT (VOL 22, PG 1063, 1994), Communications in algebra, 22(9), 1994, pp. 3635-3636
RINGS WHICH ARE ESSENTIALLY SUPERNILPOTENT
Authors: BIRKENMEIER GF
Citation: Gf. Birkenmeier, RINGS WHICH ARE ESSENTIALLY SUPERNILPOTENT, Communications in algebra, 22(3), 1994, pp. 1063-1082
RADICALS WHOSE ESSENTIAL COVERS ARE SEMISIMPLE CLASSES
Authors: BIRKENMEIER GF
Citation: Gf. Birkenmeier, RADICALS WHOSE ESSENTIAL COVERS ARE SEMISIMPLE CLASSES, Communications in algebra, 22(15), 1994, pp. 6239-6258
A CONNECTION BETWEEN WEAK REGULARITY AND THE SIMPLICITY OF PRIME FACTOR RINGS
Authors: BIRKENMEIER GF KIM JY PARK JK
Citation: Gf. Birkenmeier et al., A CONNECTION BETWEEN WEAK REGULARITY AND THE SIMPLICITY OF PRIME FACTOR RINGS, Proceedings of the American Mathematical Society, 122(1), 1994, pp. 53-58
IS A SEMIDIRECT PRODUCT OF GROUPS NECESSARILY A GROUP
Authors: BIRKENMEIER GF DAVIS CB REEVES KJ XIAO SH
Citation: Gf. Birkenmeier et al., IS A SEMIDIRECT PRODUCT OF GROUPS NECESSARILY A GROUP, Proceedings of the American Mathematical Society, 118(3), 1993, pp. 689-692
Risultati: 1-11 |