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Results: 1-15 |
Results: 15
THE STRUCTURE OF QUANTUM LIE-ALGEBRAS FOR THE CLASSICAL SERIES, B-L, C-L AND D-L
Authors: DELIUS GW GARDNER C GOULD MD
Citation: Gw. Delius et al., THE STRUCTURE OF QUANTUM LIE-ALGEBRAS FOR THE CLASSICAL SERIES, B-L, C-L AND D-L, Journal of physics. A, mathematical and general, 31(8), 1998, pp. 1995-2019
QUANTUM LIE-ALGEBRAS, THEIR EXISTENCE, UNIQUENESS AND Q-ANTISYMMETRY
Authors: DELIUS GW GOULD MD
Citation: Gw. Delius et Md. Gould, QUANTUM LIE-ALGEBRAS, THEIR EXISTENCE, UNIQUENESS AND Q-ANTISYMMETRY, Communications in Mathematical Physics, 185(3), 1997, pp. 709-722
ON QUANTUM LIE-ALGEBRAS AND QUANTUM ROOT SYSTEMS
Authors: DELIUS GW HUFFMANN A
Citation: Gw. Delius et A. Huffmann, ON QUANTUM LIE-ALGEBRAS AND QUANTUM ROOT SYSTEMS, Journal of physics. A, mathematical and general, 29(8), 1996, pp. 1703-1722
QUANTUM LIE-ALGEBRAS ASSOCIATED TO U-Q(GL(N)) AND U-Q(SL(N))
Authors: DELIUS GW HUFFMANN A GOULD MD ZHANG YZ
Citation: Gw. Delius et al., QUANTUM LIE-ALGEBRAS ASSOCIATED TO U-Q(GL(N)) AND U-Q(SL(N)), Journal of physics. A, mathematical and general, 29(17), 1996, pp. 5611-5617
TWISTED QUANTUM AFFINE ALGEBRAS AND SOLUTIONS TO THE YANG-BAXTER EQUATION
Authors: DELIUS GW GOULD MD ZHANG YZ
Citation: Gw. Delius et al., TWISTED QUANTUM AFFINE ALGEBRAS AND SOLUTIONS TO THE YANG-BAXTER EQUATION, International journal of modern physics A, 11(19), 1996, pp. 3415-3437
THE PROBLEM OF DIFFERENTIAL-CALCULUS ON QUANTUM GROUPS
Authors: DELIUS GW
Citation: Gw. Delius, THE PROBLEM OF DIFFERENTIAL-CALCULUS ON QUANTUM GROUPS, Czechoslovak journal of Physics, 46(12), 1996, pp. 1217-1225
EXACT S-MATRICES WITH AFFINE QUANTUM GROUP SYMMETRY
Authors: DELIUS GW
Citation: Gw. Delius, EXACT S-MATRICES WITH AFFINE QUANTUM GROUP SYMMETRY, Nuclear physics. B, 451(1-2), 1995, pp. 445-465
TODA SOLITON MASS CORRECTIONS AND THE PARTICLE-SOLITON DUALITY CONJECTURE
Authors: DELIUS GW GRISARU MT
Citation: Gw. Delius et Mt. Grisaru, TODA SOLITON MASS CORRECTIONS AND THE PARTICLE-SOLITON DUALITY CONJECTURE, Nuclear physics. B, 441(1-2), 1995, pp. 259-276
FINITE-DIMENSIONAL REPRESENTATIONS OF QUANTUM AFFINE ALGEBRAS
Authors: DELIUS GW ZHANG YZ
Citation: Gw. Delius et Yz. Zhang, FINITE-DIMENSIONAL REPRESENTATIONS OF QUANTUM AFFINE ALGEBRAS, Journal of physics. A, mathematical and general, 28(7), 1995, pp. 1915-1927
SOLUTIONS OF THE YANG-BAXTER EQUATION WITH EXTRA NONADDITIVE PARAMETERS .2. U-Q(GL(M-VERTICAL-BAR-N))
Authors: DELIUS GW GOULD MD LINKS JR ZHANG YZ
Citation: Gw. Delius et al., SOLUTIONS OF THE YANG-BAXTER EQUATION WITH EXTRA NONADDITIVE PARAMETERS .2. U-Q(GL(M-VERTICAL-BAR-N)), Journal of physics. A, mathematical and general, 28(21), 1995, pp. 6203-6210
ON TYPE-I QUANTUM AFFINE SUPERALGEBRAS
Authors: DELIUS GW GOULD MD LINKS JR ZHANG YZ
Citation: Gw. Delius et al., ON TYPE-I QUANTUM AFFINE SUPERALGEBRAS, International journal of modern physics A, 10(23), 1995, pp. 3259-3281
ON THE CONSTRUCTION OF TRIGONOMETRIC SOLUTIONS OF THE YANG-BAXTER EQUATION
Authors: DELIUS GW GOULD MD ZHANG YZ
Citation: Gw. Delius et al., ON THE CONSTRUCTION OF TRIGONOMETRIC SOLUTIONS OF THE YANG-BAXTER EQUATION, Nuclear physics. B, 432(1-2), 1994, pp. 377-403
SOLUTIONS OF THE QUANTUM YANG-BAXTER EQUATION WITH EXTRA NONADDITIVE PARAMETERS
Authors: BRACKEN AJ GOULD MD ZHANG YZ DELIUS GW
Citation: Aj. Bracken et al., SOLUTIONS OF THE QUANTUM YANG-BAXTER EQUATION WITH EXTRA NONADDITIVE PARAMETERS, Journal of physics. A, mathematical and general, 27(19), 1994, pp. 6551-6561
INFINITE FAMILIES OF GAUGE-EQUIVALENT R-MATRICES AND GRADATIONS OF QUANTIZED AFFINE ALGEBRAS
Authors: BRACKEN AJ GOULD MD ZHANG YZ DELIUS GW
Citation: Aj. Bracken et al., INFINITE FAMILIES OF GAUGE-EQUIVALENT R-MATRICES AND GRADATIONS OF QUANTIZED AFFINE ALGEBRAS, International journal of modern physics b, 8(25-26), 1994, pp. 3679-3691
EXACT S-MATRICES FOR THE NONSIMPLY-LACED AFFINE TODA THEORIES A2N-1(2)
Authors: DELIUS GW GRISARU MT ZANON D
Citation: Gw. Delius et al., EXACT S-MATRICES FOR THE NONSIMPLY-LACED AFFINE TODA THEORIES A2N-1(2), Physics letters. Section B, 277(4), 1992, pp. 414-422
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