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Results: 1-18 |
Results: 18
ON FUNCTIONAL IDENTITIES AND COMMUTING ADDITIVE MAPPINGS
Authors: BEIDAR KI
Citation: Ki. Beidar, ON FUNCTIONAL IDENTITIES AND COMMUTING ADDITIVE MAPPINGS, Communications in algebra, 26(6), 1998, pp. 1819-1850
ON FUNCTIONAL IDENTITIES IN PRIME-RINGS WITH INVOLUTION
Authors: BEIDAR KI MARTINDALE WS
Citation: Ki. Beidar et Ws. Martindale, ON FUNCTIONAL IDENTITIES IN PRIME-RINGS WITH INVOLUTION, Journal of algebra, 203(2), 1998, pp. 491-532
ON COMPLEMENTED RADICALS
Authors: BEIDAR KI FONG Y KE WF
Citation: Ki. Beidar et al., ON COMPLEMENTED RADICALS, Journal of algebra, 201(1), 1998, pp. 328-356
ON ADDITIVE MAPS OF PRIME-RINGS SATISFYING THE ENGEL CONDITION
Authors: BEIDAR KI FONG Y LEE PH WONG TL
Citation: Ki. Beidar et al., ON ADDITIVE MAPS OF PRIME-RINGS SATISFYING THE ENGEL CONDITION, Communications in algebra, 25(12), 1997, pp. 3889-3902
ON ANTIPODES AND INTEGRALS IN HOPF-ALGEBRAS OVER RINGS AND THE QUANTUM YANG-BAXTER EQUATION
Authors: BEIDAR KI FONG Y STOLIN AA
Citation: Ki. Beidar et al., ON ANTIPODES AND INTEGRALS IN HOPF-ALGEBRAS OVER RINGS AND THE QUANTUM YANG-BAXTER EQUATION, Journal of algebra, 194(1), 1997, pp. 36-52
ON FROBENIUS ALGEBRAS AND THE QUANTUM YANG-BAXTER EQUATION
Authors: BEIDAR KI FONG Y STOLIN A
Citation: Ki. Beidar et al., ON FROBENIUS ALGEBRAS AND THE QUANTUM YANG-BAXTER EQUATION, Transactions of the American Mathematical Society, 349(9), 1997, pp. 3823-3836
KRULL DIMENSION OF MODULES OVER INVOLUTION RINGS .2.
Authors: BEIDAR KI PUCZYLOWSKI ER SMITH PF
Citation: Ki. Beidar et al., KRULL DIMENSION OF MODULES OVER INVOLUTION RINGS .2., Proceedings of the American Mathematical Society, 125(2), 1997, pp. 355-361
POSNER AND HERSTEIN THEOREMS FOR DERIVATIONS OF 3-PRIME NEAR-RINGS
Authors: BEIDAR KI FONG Y WANG XK
Citation: Ki. Beidar et al., POSNER AND HERSTEIN THEOREMS FOR DERIVATIONS OF 3-PRIME NEAR-RINGS, Communications in algebra, 24(5), 1996, pp. 1581-1589
ON THE LATTICE OF STRONG RADICALS
Authors: BEIDAR KI FONG Y WANG CS
Citation: Ki. Beidar et al., ON THE LATTICE OF STRONG RADICALS, Journal of algebra, 180(2), 1996, pp. 334-340
ANTI-ISOMORPHISM OF ENDOMORPHISM-RINGS OF MODULES AND MORITA ANTI-EQUIVALENCE
Authors: BEIDAR KI MIKHALEV AV
Citation: Ki. Beidar et Av. Mikhalev, ANTI-ISOMORPHISM OF ENDOMORPHISM-RINGS OF MODULES AND MORITA ANTI-EQUIVALENCE, Russian Mathematical Surveys, 50(1), 1995, pp. 191-192
ON QUESTIONS OF GARDNER,B.J. AND SANDS,A.D.
Authors: BEIDAR KI
Citation: Ki. Beidar, ON QUESTIONS OF GARDNER,B.J. AND SANDS,A.D., Journal of the Australian Mathematical Society. Series A. Pure mathematics and statistics, 56, 1994, pp. 314-319
THE PRIMARY RADICAL OF SPECIAL LIE-ALGEBRAS
Authors: BEIDAR KI PIKHTILKOV SA
Citation: Ki. Beidar et Sa. Pikhtilkov, THE PRIMARY RADICAL OF SPECIAL LIE-ALGEBRAS, Russian Mathematical Surveys, 49(1), 1994, pp. 225-226
RINGS WITH INVOLUTION AND CHAIN-CONDITIONS ON BI-IDEALS
Authors: BEIDAR KI WIEGANDT R
Citation: Ki. Beidar et R. Wiegandt, RINGS WITH INVOLUTION AND CHAIN-CONDITIONS ON BI-IDEALS, Russian Mathematical Surveys, 48(5), 1994, pp. 161-162
LIE ISOMORPHISMS IN PRIME-RINGS WITH INVOLUTION
Authors: BEIDAR KI MARTINDALE WS MIKHALEV AV
Citation: Ki. Beidar et al., LIE ISOMORPHISMS IN PRIME-RINGS WITH INVOLUTION, Journal of algebra, 169(1), 1994, pp. 304-327
KRULL DIMENSION OF MODULES OVER INVOLUTION RINGS
Authors: BEIDAR KI PUCZYLOWSKI ER SMITH PF
Citation: Ki. Beidar et al., KRULL DIMENSION OF MODULES OVER INVOLUTION RINGS, Proceedings of the American Mathematical Society, 121(2), 1994, pp. 391-397
A SEMIPRIME PI-RING HAVING AN EXACT MODULE WITH A KRULL DIMENSION IS A GOLDIE RING
Authors: BEIDAR KI MARKOV VT
Citation: Ki. Beidar et Vt. Markov, A SEMIPRIME PI-RING HAVING AN EXACT MODULE WITH A KRULL DIMENSION IS A GOLDIE RING, Russian Mathematical Surveys, 48(6), 1993, pp. 158-158
STRONGLY SEMIPRIME MODULES AND RINGS
Authors: BEIDAR KI WISBAUER R
Citation: Ki. Beidar et R. Wisbauer, STRONGLY SEMIPRIME MODULES AND RINGS, Russian Mathematical Surveys, 48(1), 1993, pp. 163-164
RINGS WITH INVOLUTION AND CHAIN-CONDITIONS
Authors: BEIDAR KI WIEGANDT R
Citation: Ki. Beidar et R. Wiegandt, RINGS WITH INVOLUTION AND CHAIN-CONDITIONS, Journal of pure and applied algebra, 87(3), 1993, pp. 205-220
Risultati: 1-18 |