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QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP

Year 2007, Volume: 8 Issue: 1, - 1, 05.08.2016

References

  • Olshanetsky M.A. , Perelomov A.M., Quantum Integrable Systems Related to Lie Algebras., Phys. Rep., 94: 313- 404,1983.
  • Kalnins E.G.,Miller Jr .W., The wave equation , O(2,2) and separation of variables on hyperboloids , Proce. Roy. Socit. Edinburg , 79 A, 227-256, 1977 .
  • Dane C. and,Verdiyev Y.A., Integrable systems of group SO(1,2) and Green functions , J.Math.Phys., 37: 39-60, 1996.
  • Verdiyev Y.A., Quantum integrable systems related with symmetric spaces of the groups U(1,2) and Sp(1,2) and Green’s functions on these spaces , J.Math.Phys., 36: 320-333, 1995 .
  • Verdiyev Y.A., Representation theory of the group SO(p,q),U(p,q), p≤q and plane waves, integrable quantum systems, Green functions,Hadronic J. Suppl.,Vol 16: 263-367,2001.
  • Verdiyev Y.A.,Plane waves integrable quantum systems Green functions and groups SO(p,q), p≤q J. Phys. Math. A, Vol.30: 4089-4107, 1997.
  • Vilenkin N.Ya.,Klimyk A.U., Representation of Lie Groups and Special Functions. Vol. I, II, III, Kluwer Academic Publ. London, 1991.
  • Bateman Manuscript, edited by A.Erdelyi , Higher Transcendent Functions , Vol I,II, McGraw-Hill , New York, 1953.
  • Gradsteyn.I.S.,Rhyzik I.M.,Tables of Integrals , Series and Products,Academic, New York, 1969.
Year 2007, Volume: 8 Issue: 1, - 1, 05.08.2016

References

  • Olshanetsky M.A. , Perelomov A.M., Quantum Integrable Systems Related to Lie Algebras., Phys. Rep., 94: 313- 404,1983.
  • Kalnins E.G.,Miller Jr .W., The wave equation , O(2,2) and separation of variables on hyperboloids , Proce. Roy. Socit. Edinburg , 79 A, 227-256, 1977 .
  • Dane C. and,Verdiyev Y.A., Integrable systems of group SO(1,2) and Green functions , J.Math.Phys., 37: 39-60, 1996.
  • Verdiyev Y.A., Quantum integrable systems related with symmetric spaces of the groups U(1,2) and Sp(1,2) and Green’s functions on these spaces , J.Math.Phys., 36: 320-333, 1995 .
  • Verdiyev Y.A., Representation theory of the group SO(p,q),U(p,q), p≤q and plane waves, integrable quantum systems, Green functions,Hadronic J. Suppl.,Vol 16: 263-367,2001.
  • Verdiyev Y.A.,Plane waves integrable quantum systems Green functions and groups SO(p,q), p≤q J. Phys. Math. A, Vol.30: 4089-4107, 1997.
  • Vilenkin N.Ya.,Klimyk A.U., Representation of Lie Groups and Special Functions. Vol. I, II, III, Kluwer Academic Publ. London, 1991.
  • Bateman Manuscript, edited by A.Erdelyi , Higher Transcendent Functions , Vol I,II, McGraw-Hill , New York, 1953.
  • Gradsteyn.I.S.,Rhyzik I.M.,Tables of Integrals , Series and Products,Academic, New York, 1969.
There are 9 citations in total.

Details

Other ID JA55UG77HB
Journal Section Articles
Authors

Edibe Elçin This is me

Cengiz Dane This is me

Publication Date August 5, 2016
Published in Issue Year 2007 Volume: 8 Issue: 1

Cite

APA Elçin, E., & Dane, C. (2016). QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP. Trakya Üniversitesi Fen Bilimleri Dergisi, 8(1), 1.
AMA Elçin E, Dane C. QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP. Trakya Univ J Sci. August 2016;8(1):1.
Chicago Elçin, Edibe, and Cengiz Dane. “QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP”. Trakya Üniversitesi Fen Bilimleri Dergisi 8, no. 1 (August 2016): 1.
EndNote Elçin E, Dane C (August 1, 2016) QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP. Trakya Üniversitesi Fen Bilimleri Dergisi 8 1 1.
IEEE E. Elçin and C. Dane, “QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP”, Trakya Univ J Sci, vol. 8, no. 1, p. 1, 2016.
ISNAD Elçin, Edibe - Dane, Cengiz. “QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP”. Trakya Üniversitesi Fen Bilimleri Dergisi 8/1 (August 2016), 1.
JAMA Elçin E, Dane C. QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP. Trakya Univ J Sci. 2016;8:1.
MLA Elçin, Edibe and Cengiz Dane. “QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP”. Trakya Üniversitesi Fen Bilimleri Dergisi, vol. 8, no. 1, 2016, p. 1.
Vancouver Elçin E, Dane C. QUANTUM INTEGRABLE SYSTEM RELATED TO SO (2,3) GROUP. Trakya Univ J Sci. 2016;8(1):1.