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Results: 1-11 |
Results: 11
INTERACTING SINGLETONS
Authors: FLATO M FRONSDAL C
Citation: M. Flato et C. Fronsdal, INTERACTING SINGLETONS, letters in mathematical physics, 44(3), 1998, pp. 249-259
SOME INFINITE-DIMENSIONAL ALGEBRAS ARISING IN SPIN SYSTEMS AND IN PARTICLE PHYSICS AND THEIR GRAND ALGEBRA
Authors: ARAKI H FLATO M MICHEA S STERNHEIMER D
Citation: H. Araki et al., SOME INFINITE-DIMENSIONAL ALGEBRAS ARISING IN SPIN SYSTEMS AND IN PARTICLE PHYSICS AND THEIR GRAND ALGEBRA, letters in mathematical physics, 43(2), 1998, pp. 155-171
RACZKA,RYSZARD, 1931-1996 - OBITUARY
Authors: FLATO M NIEDERLE J STERNHEIMER D
Citation: M. Flato et al., RACZKA,RYSZARD, 1931-1996 - OBITUARY, letters in mathematical physics, 39(2), 1997, pp. 95-96
GENERALIZED ABELIAN DEFORMATIONS - APPLICATION TO NAMBU MECHANICS
Authors: DITO G FLATO M
Citation: G. Dito et M. Flato, GENERALIZED ABELIAN DEFORMATIONS - APPLICATION TO NAMBU MECHANICS, letters in mathematical physics, 39(2), 1997, pp. 107-125
ASYMPTOTIC COMPLETENESS, GLOBAL EXISTENCE AND THE INFRARED PROBLEM FOR THE MAXWELL-DIRAC-EQUATIONS
Authors: FLATO M SIMON JCH TAFLIN E
Citation: M. Flato et al., ASYMPTOTIC COMPLETENESS, GLOBAL EXISTENCE AND THE INFRARED PROBLEM FOR THE MAXWELL-DIRAC-EQUATIONS, Memoirs of the American Mathematical Society, 127(606), 1997, pp. 1
DEFORMATION QUANTIZATION AND NAMBU MECHANICS
Authors: DITO G FLATO M STERNHEIMER D TAKHTAJAN L
Citation: G. Dito et al., DEFORMATION QUANTIZATION AND NAMBU MECHANICS, Communications in Mathematical Physics, 183(1), 1997, pp. 1-22
COHOMOLOGY AND DEFORMATION OF LEIBNIZ PAIRS
Authors: FLATO M GERSTENHABER M VORONOV AA
Citation: M. Flato et al., COHOMOLOGY AND DEFORMATION OF LEIBNIZ PAIRS, letters in mathematical physics, 34(1), 1995, pp. 77-90
THE MAXWELL-DIRAC EQUATIONS - ASYMPTOTIC COMPLETENESS AND THE INFRARED PROBLEM
Authors: FLATO M SIMON J TAFLIN E
Citation: M. Flato et al., THE MAXWELL-DIRAC EQUATIONS - ASYMPTOTIC COMPLETENESS AND THE INFRARED PROBLEM, Reviews in mathematical physics, 6(5A), 1994, pp. 1071-1083
THE HIDDEN GROUP-STRUCTURE OF QUANTUM GROUPS - STRONG DUALITY, RIGIDITY AND PREFERRED DEFORMATIONS
Authors: BONNEAU P FLATO M GERSTENHABER M PINCZON G
Citation: P. Bonneau et al., THE HIDDEN GROUP-STRUCTURE OF QUANTUM GROUPS - STRONG DUALITY, RIGIDITY AND PREFERRED DEFORMATIONS, Communications in Mathematical Physics, 161(1), 1994, pp. 125-156
QUANTUM DEFORMATIONS OF SINGLETONS AND OF FREE ZERO-MASS FIELDS
Authors: FLATO M HADJIIVANOV LK TODOROV IT
Citation: M. Flato et al., QUANTUM DEFORMATIONS OF SINGLETONS AND OF FREE ZERO-MASS FIELDS, Foundations of physics, 23(4), 1993, pp. 571-586
FROM WHERE DO QUANTUM GROUPS COME
Authors: FLATO M LU ZC STERNHEIMER D
Citation: M. Flato et al., FROM WHERE DO QUANTUM GROUPS COME, Foundations of physics, 23(4), 1993, pp. 587-598
Risultati: 1-11 |