Titlebook: Classical and Quantum Mechanics of Noncentral Potentials; A Survey of Two-Dime R. S. Kaushal Textbook 1998 Springer Science+Business Media

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Quantum Mechanics of Noncentral Time Independent Systems,ding might require an account not only of harmonic NC but also of anharmonic central and NC potentials at the quantum level. Moreover, such techniques, if developed and used for the case of Schrodinger equation (SE) in this context, can as well find applications in other physical problems where the

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Role and Scope of Dynamical Invariants in Physical Problems: Interpretation and Applications,ut somehow the description of physical reality limits their applications in physics and other allied sciences. In this respect while the role and the scope of the dynamical invariants for the 1D systems has been discussed at great length in the literature, it is not explored to that extent for the t

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Constrained Dynamical Systems and Invariants,al restrictions (called constraints) on the canonical variables of the system. For this reason only we have freely used the Poisson brackets in the classical context and the commutators in the quantum context as and when their discussion is required. In the presence of constraints, however, some mod

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Summary and Future Prospects,out. Further it may be mentioned that as far as possible all throughout, whether it is classical or quantum context, exact invariants which are polynomials in momenta are dealt with. The discussion of approximate invariants (about which enormous literature has been known for a long time now, particu

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