Article
Open Access
Systems of orthogonal polynomials defined by hypergeometric type equations with application to quantum mechanics
-
Nicolae Cotfas
Published/Copyright:
September 1, 2004
Published Online: 2004-9-1
Published in Print: 2004-9-1
© 2004 Versita Warsaw
Articles in the same Issue
- Quantum diffusion
- Systems of orthogonal polynomials defined by hypergeometric type equations with application to quantum mechanics
- Neutrino oscillations and the early universe
- On quantum iterated function systems
- Computer aided measurement of biomechanical characteristics of cadaverous lumbar spines
- The exclusive reaction of pion quasi-elastic knockout from nucleon p(e, e′ π)B to various states of the final baryon-spectator B and the quark models for the pion cloud of nucleon
- Leptonic constant of the pseudoscalar B c meson
- A bicontinuous structure in some systems with cubic mesophases
Keywords for this article
Associated special functions;
orthogonal polynomials;
raising/lowering operators;
Schrödinger equation;
02.30.Gp;
03.65.-w
Creative Commons
BY-NC-ND 3.0
Articles in the same Issue
- Quantum diffusion
- Systems of orthogonal polynomials defined by hypergeometric type equations with application to quantum mechanics
- Neutrino oscillations and the early universe
- On quantum iterated function systems
- Computer aided measurement of biomechanical characteristics of cadaverous lumbar spines
- The exclusive reaction of pion quasi-elastic knockout from nucleon p(e, e′ π)B to various states of the final baryon-spectator B and the quark models for the pion cloud of nucleon
- Leptonic constant of the pseudoscalar B c meson
- A bicontinuous structure in some systems with cubic mesophases
