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Results:
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Results: 8
Authors:
HINDMAN P
KLINGLER L
ODENTHAL CJ
Citation: P. Hindman et al., ON THE KRULL-SCHMIDT-AZUMAYA THEOREM FOR INTEGRAL GROUP-RINGS, Communications in algebra, 26(11), 1998, pp. 3743-3758
Authors:
BREWER J
FORD T
KLINGLER L
SCHMALE W
Citation: J. Brewer et al., WHEN DOES THE RING K[Y] HAVE THE COEFFICIENT ASSIGNMENT PROPERTY, Journal of pure and applied algebra, 112(3), 1996, pp. 239-246
Authors:
KLINGLER L
LEVY LS
Citation: L. Klingler et Ls. Levy, WILD TORSION MODULES OVER WEYL ALGEBRAS AND GENERAL TORSION MODULES OVER HNPS, Journal of algebra, 172(2), 1995, pp. 273-300
C[Y] IS A CA-RING AND COEFFICIENT ASSIGNMENT IS PROPERLY WEAKER THAN FEEDBACK CYCLIZATION OVER A PID
Authors:
BREWER J
KLINGLER L
SCHMALE W
Citation: J. Brewer et al., C[Y] IS A CA-RING AND COEFFICIENT ASSIGNMENT IS PROPERLY WEAKER THAN FEEDBACK CYCLIZATION OVER A PID, Journal of pure and applied algebra, 97(3), 1994, pp. 265-273
Authors:
BREWER J
KLINGLER L
SCHMALE W
Citation: J. Brewer et al., THE DYNAMIC FEEDBACK CYCLIZATION PROBLEM FOR PRINCIPAL IDEAL DOMAINS, Journal of pure and applied algebra, 92(3), 1994, pp. 213-225
Authors:
HAEFNER J
KLINGLER L
Citation: J. Haefner et L. Klingler, SPECIAL QUASI-TRIADS AND INTEGRAL GROUP-RINGS OF FINITE REPRESENTATION TYPE .1., Journal of algebra, 158(2), 1993, pp. 279-322
Authors:
HAEFNER J
KLINGLER L
Citation: J. Haefner et L. Klingler, SPECIAL QUASI-TRIADS AND INTEGRAL GROUP-RINGS OF FINITE REPRESENTATION TYPE .2., Journal of algebra, 158(2), 1993, pp. 323-374
Authors:
BEMMANN A
KLINGLER L
Citation: A. Bemmann et L. Klingler, DETECTION OF DECAY WITHIN LIVING TREES, Holz als Roh- und Werkstoff, 51(4), 1993, pp. 291-293
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