AAAAAA
Results:
1-21
|
Results: 21
Authors:
JESPERS E
OKNINSKI J
Citation: E. Jespers et J. Okninski, BINOMIAL SEMIGROUPS, Journal of algebra, 202(1), 1998, pp. 250-275
Authors:
JESPERS E
LEAL G
Citation: E. Jespers et G. Leal, FREE-PRODUCTS OF ABELIAN-GROUPS IN THE UNIT GROUP OF INTEGRAL GROUP-RINGS, Proceedings of the American Mathematical Society, 126(5), 1998, pp. 1257-1265
Authors:
COELHO SP
JESPERS E
MILIES CP
Citation: Sp. Coelho et al., AUTOMORPHISMS OF GROUP-ALGEBRAS OF SOME METACYCLIC GROUPS, Communications in algebra, 24(13), 1996, pp. 4135-4145
Authors:
JESPERS E
MILIES CP
Citation: E. Jespers et Cp. Milies, UNITS OF GROUP-RINGS, Journal of pure and applied algebra, 107(2-3), 1996, pp. 233-251
Authors:
JESPERS E
OKNINSKI J
Citation: E. Jespers et J. Okninski, SEMIGROUP ALGEBRAS THAT ARE PRINCIPAL IDEAL RINGS, Journal of algebra, 183(3), 1996, pp. 837-863
Authors:
JESPERS E
WANG DH
Citation: E. Jespers et Dh. Wang, UNITS OF INTEGRAL SEMIGROUP RINGS, Journal of algebra, 181(2), 1996, pp. 395-413
Authors:
JESPERS E
LEAL G
DELRIO A
Citation: E. Jespers et al., PRODUCTS OF FREE GROUPS IN THE UNIT GROUP OF INTEGRAL GROUP-RINGS, Journal of algebra, 180(1), 1996, pp. 22-40
Authors:
JESPERS E
PARMENTER MM
SEHGAL SK
Citation: E. Jespers et al., CENTRAL UNITS OF INTEGRAL GROUP-RINGS OF NILPOTENT GROUPS, Proceedings of the American Mathematical Society, 124(4), 1996, pp. 1007-1012
Authors:
JESPERS E
LEAL G
Citation: E. Jespers et G. Leal, UNITS OF INTEGRAL GROUP-RINGS OF HAMILTONIAN GROUPS, Communications in algebra, 23(2), 1995, pp. 623-628
Authors:
JESPERS E
WAUTERS P
Citation: E. Jespers et P. Wauters, PRINCIPAL IDEAL SEMIGROUP ALGEBRAS, Communications in algebra, 23(13), 1995, pp. 5057-5076
Authors:
JESPERS E
LEAL G
Citation: E. Jespers et G. Leal, DEGREE-1 AND DEGREE-2 REPRESENTATIONS OF NILPOTENT GROUPS AND APPLICATIONS TO UNITS OF GROUP-RINGS, Manuscripta mathematica, 86(4), 1995, pp. 479-498
Authors:
CLASE MV
JESPERS E
KELAREV AV
OKNINSKI J
Citation: Mv. Clase et al., ARTINIAN SEMIGROUP-GRADED RINGS, Bulletin of the London Mathematical Society, 27, 1995, pp. 441-446
Authors:
JESPERS E
OKNINSKI J
Citation: E. Jespers et J. Okninski, DESCENDING CHAIN-CONDITIONS AND GRADED RINGS, Journal of algebra, 178(2), 1995, pp. 458-479
Authors:
JESPERS E
LEAL G
MILIES CP
Citation: E. Jespers et al., CLASSIFYING INDECOMPOSABLE RA-LOOPS, Journal of algebra, 176(2), 1995, pp. 569-584
Authors:
JESPERS E
LEAL G
MILIES CP
Citation: E. Jespers et al., LOOP ALGEBRAS OF INDECOMPOSABLE RA LOOPS, Communications in algebra, 22(4), 1994, pp. 1363-1379
Authors:
JESPERS E
OKNINSKI J
Citation: E. Jespers et J. Okninski, NILPOTENT SEMIGROUPS AND SEMIGROUP ALGEBRAS, Journal of algebra, 169(3), 1994, pp. 984-1011
Authors:
CLASE MV
JESPERS E
Citation: Mv. Clase et E. Jespers, ON THE JACOBSON RADICAL OF SEMIGROUP GRADED RINGS, Journal of algebra, 169(1), 1994, pp. 79-97
Authors:
GIAMBRUNO A
JESPERS E
VALENTI A
Citation: A. Giambruno et al., GROUP IDENTITIES ON UNITS OF RINGS, Archiv der Mathematik, 63(4), 1994, pp. 291-296
Authors:
JESPERS E
Citation: E. Jespers, FREE NORMAL COMPLEMENTS AND THE UNIT GROUP OF INTEGRAL GROUP-RINGS, Proceedings of the American Mathematical Society, 122(1), 1994, pp. 59-66
Authors:
JESPERS E
WAUTERS P
Citation: E. Jespers et P. Wauters, PAIRS OF RINGS WITH A BIJECTIVE CORRESPONDENCE BETWEEN THE PRIME SPECTRA, Journal of the Australian Mathematical Society. Series A. Pure mathematics and statistics, 55, 1993, pp. 238-245
Authors:
JESPERS E
Citation: E. Jespers, SIMPLE GRADED RINGS, Communications in algebra, 21(7), 1993, pp. 2437-2444
Risultati:
1-21
|