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Results: 1-23 |
Results: 23
GENERAL EXTENSIONS OF THE QUASI-ORTHOGONAL LIE-ALGEBRAS
Authors: DEAZCARRAGA JA HERRANZ FJ BUENO JCP SANTANDER M
Citation: Ja. Deazcarraga et al., GENERAL EXTENSIONS OF THE QUASI-ORTHOGONAL LIE-ALGEBRAS, Journal of physics. A, mathematical and general, 31(5), 1998, pp. 1373-1394
CENTRAL EXTENSIONS OF THE FAMILIES OF QUASI-UNITARY LIE-ALGEBRAS
Authors: HERRANZ FJ BUENO JCP SANTANDER M
Citation: Fj. Herranz et al., CENTRAL EXTENSIONS OF THE FAMILIES OF QUASI-UNITARY LIE-ALGEBRAS, Journal of physics. A, mathematical and general, 31(23), 1998, pp. 5327-5347
GRADED CONTRACTIONS AND BICROSSPRODUCT STRUCTURE OF DEFORMED INHOMOGENEOUS ALGEBRAS
Authors: DEAZCARRAGA JA DELOLMO MA BUENO JCP SANTANDER M
Citation: Ja. Deazcarraga et al., GRADED CONTRACTIONS AND BICROSSPRODUCT STRUCTURE OF DEFORMED INHOMOGENEOUS ALGEBRAS, Journal of physics. A, mathematical and general, 30(9), 1997, pp. 3069-3086
CASIMIR INVARIANTS FOR THE COMPLETE FAMILY OF QUASISIMPLE ORTHOGONAL ALGEBRAS
Authors: HERRANZ FJ SANTANDER M
Citation: Fj. Herranz et M. Santander, CASIMIR INVARIANTS FOR THE COMPLETE FAMILY OF QUASISIMPLE ORTHOGONAL ALGEBRAS, Journal of physics. A, mathematical and general, 30(15), 1997, pp. 5411-5426
GEOMETRIES OF ORTHOGONAL GROUPS AND THEIR CONTRACTIONS - A UNIFIED CLASSICAL DEFORMATION VIEWPOINT
Authors: SANTANDER M HERRANZ FJ
Citation: M. Santander et Fj. Herranz, GEOMETRIES OF ORTHOGONAL GROUPS AND THEIR CONTRACTIONS - A UNIFIED CLASSICAL DEFORMATION VIEWPOINT, International journal of modern physics A, 12(1), 1997, pp. 99-107
2-DIMENSIONAL CAYLEY-KLEIN ALGEBRAS GENERATED BY EXPANSIONS
Authors: NIETO LM NEGRO J SANTANDER M
Citation: Lm. Nieto et al., 2-DIMENSIONAL CAYLEY-KLEIN ALGEBRAS GENERATED BY EXPANSIONS, International journal of modern physics A, 12(1), 1997, pp. 259-264
A CURVATURE-BASED DERIVATION OF THE SCHWARZSCHILD METRIC
Authors: SANTANDER M NIETO LM CORDERO NA
Citation: M. Santander et al., A CURVATURE-BASED DERIVATION OF THE SCHWARZSCHILD METRIC, American journal of physics, 65(12), 1997, pp. 1200-1209
THE GENERAL-SOLUTION OF THE REAL Z(2)(CIRCLE-TIMES-N) GRADED CONTRACTIONS OF SO(N+1)
Authors: HERRANZ FJ SANTANDER M
Citation: Fj. Herranz et M. Santander, THE GENERAL-SOLUTION OF THE REAL Z(2)(CIRCLE-TIMES-N) GRADED CONTRACTIONS OF SO(N+1), Journal of physics. A, mathematical and general, 29(20), 1996, pp. 6643-6652
QUANTUM ALGEBRAS FOR MAXIMAL MOTION GROUPS OF N-DIMENSIONAL FLAT SPACES
Authors: BALLESTEROS A HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., QUANTUM ALGEBRAS FOR MAXIMAL MOTION GROUPS OF N-DIMENSIONAL FLAT SPACES, letters in mathematical physics, 33(4), 1995, pp. 273-281
A NEW NULL-PLANE QUANTUM POINCARE ALGEBRA
Authors: BALLESTEROS A HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., A NEW NULL-PLANE QUANTUM POINCARE ALGEBRA, Physics letters. Section B, 351(1-3), 1995, pp. 137-145
NONSTANDARD QUANTUM SO(2,2) AND BEYOND
Authors: BALLESTEROS A HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., NONSTANDARD QUANTUM SO(2,2) AND BEYOND, Journal of physics. A, mathematical and general, 28(4), 1995, pp. 941-955
NONSTANDARD QUANTUM (1-POINCARE GROUP - A T-MATRIX APPROACH(1))
Authors: BALLESTEROS A HERRANZ FJ DELOLMO MA PERENA CM SANTANDER M
Citation: A. Ballesteros et al., NONSTANDARD QUANTUM (1-POINCARE GROUP - A T-MATRIX APPROACH(1)), Journal of physics. A, mathematical and general, 28(24), 1995, pp. 7113-7125
UNIVERSAL R-MATRICES FOR NONSTANDARD (1+1) QUANTUM GROUPS
Authors: BALLESTEROS A CELEGHINI E HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., UNIVERSAL R-MATRICES FOR NONSTANDARD (1+1) QUANTUM GROUPS, Journal of physics. A, mathematical and general, 28(11), 1995, pp. 3129-3138
CLASSICAL DEFORMATIONS, POISSON-LIE CONTRACTIONS, AND QUANTIZATION OFDUAL LIE BIALGEBRAS
Authors: BALLESTEROS A HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., CLASSICAL DEFORMATIONS, POISSON-LIE CONTRACTIONS, AND QUANTIZATION OFDUAL LIE BIALGEBRAS, Journal of mathematical physics, 36(2), 1995, pp. 631-640
LIE BIALGEBRA CONTRACTIONS AND QUANTUM DEFORMATIONS OF QUASI-ORTHOGONAL ALGEBRAS
Authors: BALLESTEROS A GROMOV NA HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., LIE BIALGEBRA CONTRACTIONS AND QUANTUM DEFORMATIONS OF QUASI-ORTHOGONAL ALGEBRAS, Journal of mathematical physics, 36(10), 1995, pp. 5916-5937
ARSENIC IN THE HAIR OF POPULATIONS IN THE NORTH OF CHILE
Authors: SANTANDER M JAMETT A PENA L MUNOZ L GRAS N
Citation: M. Santander et al., ARSENIC IN THE HAIR OF POPULATIONS IN THE NORTH OF CHILE, Interciencia, 19(5), 1994, pp. 258-263
ARSENIC IN THE HAIR OF POPULATIONS IN THE NORTH OF CHILE
Authors: SANTANDER M JAMETT A PENA L MUNOZ L GRAS N
Citation: M. Santander et al., ARSENIC IN THE HAIR OF POPULATIONS IN THE NORTH OF CHILE, Interciencia, 19(5), 1994, pp. 258-263
CAYLEY-KLEIN ALGEBRAS AS GRADED CONTRACTIONS OF SO(N+1)
Authors: HERRANZ FJ DEMONTIGNY M DELOLMO MA SANTANDER M
Citation: Fj. Herranz et al., CAYLEY-KLEIN ALGEBRAS AS GRADED CONTRACTIONS OF SO(N+1), Journal of physics. A, mathematical and general, 27(7), 1994, pp. 2515-2526
QUANTUM (2- A GLOBAL APPROACH(1) KINEMATICAL ALGEBRAS )
Authors: BALLESTEROS A HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., QUANTUM (2- A GLOBAL APPROACH(1) KINEMATICAL ALGEBRAS ), Journal of physics. A, mathematical and general, 27(4), 1994, pp. 1283-1297
A UNIVERSAL NON-QUASI-TRIANGULAR QUANTIZATION OF THE HEISENBERG-GROUP
Authors: BALLESTEROS A CELEGHINI E HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., A UNIVERSAL NON-QUASI-TRIANGULAR QUANTIZATION OF THE HEISENBERG-GROUP, Journal of physics. A, mathematical and general, 27(11), 1994, pp. 120000369-120000373
4-DIMENSIONAL QUANTUM AFFINE ALGEBRAS AND SPACE-TIME Q-SYMMETRIES
Authors: BALLESTEROS A HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., 4-DIMENSIONAL QUANTUM AFFINE ALGEBRAS AND SPACE-TIME Q-SYMMETRIES, Journal of mathematical physics, 35(9), 1994, pp. 4928-4940
QUANTUM STRUCTURE OF THE MOTION GROUPS OF THE 2-DIMENSIONAL CAYLEY-KLEIN GEOMETRIES
Authors: BALLESTEROS A HERRANZ FJ DELOLMO MA SANTANDER M
Citation: A. Ballesteros et al., QUANTUM STRUCTURE OF THE MOTION GROUPS OF THE 2-DIMENSIONAL CAYLEY-KLEIN GEOMETRIES, Journal of physics. A, mathematical and general, 26(21), 1993, pp. 5801-5823
ZN(II) TRANSPORT AND DISTRIBUTION IN RAT SPERMATIDS
Authors: REYES JG ARRATE MP SANTANDER M GUZMAN L BENOS DJ
Citation: Jg. Reyes et al., ZN(II) TRANSPORT AND DISTRIBUTION IN RAT SPERMATIDS, The American journal of physiology, 265(4), 1993, pp. 30000893-30000900
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