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Results: 1-11 |
Results: 11
Representations of the q-deformed algebra U-q '(SO4)
Authors: Havlicek, M Klimyk, AU Posta, S
Citation: M. Havlicek et al., Representations of the q-deformed algebra U-q '(SO4), J MATH PHYS, 42(11), 2001, pp. 5389-5416
On the classification of irreducible finite-dimensional representations ofU-q(')(so(3)) algebra
Authors: Havlicek, M Posta, S
Citation: M. Havlicek et S. Posta, On the classification of irreducible finite-dimensional representations ofU-q(')(so(3)) algebra, J MATH PHYS, 42(1), 2001, pp. 472-500
On fine gradings and their symmetries
Authors: Patera, J Havlicek, M Pelantova, E Tolar, J
Citation: J. Patera et al., On fine gradings and their symmetries, CZEC J PHYS, 51(4), 2001, pp. 383-391
Response of wood to the explosive loading
Authors: Buchar, J Severa, L Havlicek, M Rolc, S
Citation: J. Buchar et al., Response of wood to the explosive loading, J PHYS IV, 10(P9), 2000, pp. 529-534
On Lie gradings III. Gradings of the real forms of classical Lie algebras
Authors: Havlicek, M Patera, J Pelantova, E
Citation: M. Havlicek et al., On Lie gradings III. Gradings of the real forms of classical Lie algebras, LIN ALG APP, 314(1-3), 2000, pp. 1-47
Classification of representations of the algebra U '(q) (so(3)) through examples
Authors: Havlicek, M Klimyk, AU Posta, S
Citation: M. Havlicek et al., Classification of representations of the algebra U '(q) (so(3)) through examples, CZEC J PHYS, 50(11), 2000, pp. 1235-1238
Central elements of the algebras U '(q)(so(m)) and U-q(iso(m))
Authors: Havlicek, M Klimyk, AU Posta, S
Citation: M. Havlicek et al., Central elements of the algebras U '(q)(so(m)) and U-q(iso(m)), CZEC J PHYS, 50(1), 2000, pp. 79-84
Representations of the q-deformed algebra U-q(iso(2))
Authors: Havlicek, M Klimyk, A Posta, S
Citation: M. Havlicek et al., Representations of the q-deformed algebra U-q(iso(2)), J PHYS A, 32(25), 1999, pp. 4681-4690
Nonlinear superposition formulas based on imprimitive group action
Authors: Havlicek, M Posta, S Winternitz, P
Citation: M. Havlicek et al., Nonlinear superposition formulas based on imprimitive group action, J MATH PHYS, 40(6), 1999, pp. 3104-3122
Representations of the cyclically symmetric q-deformed algebra so(q)(3)
Authors: Havlicek, M Klimyk, AU Posta, S
Citation: M. Havlicek et al., Representations of the cyclically symmetric q-deformed algebra so(q)(3), J MATH PHYS, 40(4), 1999, pp. 2135-2161
Representations of the cyclically symmetric q-deformed algebra Uq(so(3))
Authors: Havlicek, M Posta, S
Citation: M. Havlicek et S. Posta, Representations of the cyclically symmetric q-deformed algebra Uq(so(3)), CZEC J PHYS, 48(11), 1998, pp. 1347-1353
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