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33 articles with title/keywords/abstract containing Racah algebra

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Angular momentum coupling in NMR: a new view of rotation matrix products via Racah algebra

Author: Siminovitch, David

Source: Molecular Physics, Volume 106, Numbers 21-23, November 2008 , pp. 2607-2625(19)

Publisher: Taylor and Francis Ltd

Tridiagonal pairs and the quantum affine algebra Uq(sl2)

Authors: Ito, Tatsuro; Terwilliger, Paul

Source: The Ramanujan Journal, Volume 13, Numbers 1-3, June 2007 , pp. 39-62(24)

Publisher: Springer

An elementary approach to 6j-symbols (classical, quantum, rational, trigonometric, and elliptic)

Author: Rosengren, Hjalmar

Source: The Ramanujan Journal, Volume 13, Numbers 1-3, June 2007 , pp. 131-166(36)

Publisher: Springer

Dual properties of orthogonal polynomials of discrete variables associated with the quantum algebra U q (su(2))

Authors: Álvarez-Nodarse, R.; Smirnov, Yu.

Source: Journal of Russian Laser Research, Volume 28, Number 1, January 2007 , pp. 20-47(28)

Publisher: Springer

Wilson Function Transforms Related to Racah Coefficients

Author: Groenevelt, Wolter

Source: Acta Applicandae Mathematicae, Volume 91, Number 2, April 2006 , pp. 133-191(59)

Publisher: Springer

A q-analog of Racah polynomials and q-algebra SU q(2) in quantum optics

Authors: Álvarez-Nodarse, R.; Smirnov, Yu.; Costas-Santos, R.

Source: Journal of Russian Laser Research, Volume 27, Number 1, January 2006 , pp. 1-32(32)

Publisher: Springer

A model analysis of 4fN-4fN-15d transitions of rare-earth ions in crystals

Authors: Ning L.; Duan C.; Xia S.; Reid M.F.; Tanner P.A.

Source: Journal of Alloys and Compounds, Volume 366, Number 1, 10 March 2004 , pp. 34-40(7)

Publisher: Elsevier

Maple procedures for the coupling of angular momenta. VII. Extended and accelerated computations

Authors: Fritzsche S.; Inghoff T.; Tomaselli M.

Source: Computer Physics Communications, Volume 153, Number 3, 1 July 2003 , pp. 424-444(21)

Publisher: Elsevier

Fast and reliable techniques for using Racah's algebra in many-particle physics

Authors: Fritzsche S.; Fricke B.; Gaigalas G.; Jacob T.; Tomaselli M.

Source: Computer Physics Communications, Volume 147, Number 1, 1 August 2002 , pp. 612-616(5)

Publisher: Elsevier

On a general analytic formula for U q(su(3)) Clebsch-Gordan coefficients

Authors: Asherova, R.; Smirnov, Yu.; Tolstoy, V.

Source: Physics of Atomic Nuclei, Volume 64, Number 12, December 2001 , pp. 2080-2085(6)

Publisher: MAIK Nauka/Interperiodica

Invariant theory, generalized Casimir operators, and tensor product decompositions of U(N)

Authors: Aulwes R.T.; Klink W.H.; Ton-That T.

Source: Journal of Physics A: Mathematical and General, Volume 34, Number 40, 2001 , pp. 8237-8257(21)

Publisher: Institute of Physics Publishing

Contractions of Lie algebras and the separation of variables: interbase expansions

Authors: Izmest'ev A.A.; Pogosyan G.S.; Sissakian A.N.; Winternitz P.

Source: Journal of Physics A: Mathematical and General, Volume 34, Number 3, 2001 , pp. 521-554(34)

Publisher: Institute of Physics Publishing

Angular and hyperangular momentum recoupling, harmonic superposition and Racah polynomials: a recursive algorithm

Authors: Aquilanti V.; Cavalli S.; Coletti C.

Source: Chemical Physics Letters, Volume 344, Number 5, 31 August 2001 , pp. 587-600(14)

Publisher: Elsevier

3nj-symbols and harmonic superposition coefficients: an icosahedral abacus

Authors: Aquilanti V.; Coletti C.

Source: Chemical Physics Letters, Volume 344, Number 5, 31 August 2001 , pp. 601-611(11)

Publisher: Elsevier

Maple procedures for the coupling of angular momenta. IV.<space>Spherical harmonics*

Authors: Inghoff T.; Fritzsche S.; Fricke B.

Source: Computer Physics Communications, Volume 139, Number 3, 1 October 2001 , pp. 297-313(17)

Publisher: Elsevier

Maple procedures for the coupling of angular momenta. V. Recoupling coefficients*

Authors: Fritzsche S.; Inghoff T.; Bastug T.; Tomaselli M.

Source: Computer Physics Communications, Volume 139, Number 3, 1 October 2001 , pp. 314-326(13)

Publisher: Elsevier

Two linear transformations each tridiagonal with respect to an eigenbasis of the other

Author: Terwilliger P.

Source: Linear Algebra and its Applications, Volume 330, Number 1, 15 June 2001 , pp. 149-203(55)

Publisher: Elsevier

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