Dynamical Noether invariants for time‐dependent nonlinear systems RS Kaushal, HJ Korsch Journal of Mathematical Physics 22 (9), 1904-1908, 1981 | 85 | 1981 |
Quantum mechanics of noncentral harmonic and anharmonic potentials in two-dimensions RS Kaushal Annals of Physics 206 (1), 90-105, 1991 | 81 | 1991 |
Small g and large λ solution of the Schrodinger equation for the interaction λx2/(1+ gx2) RS Kaushal Journal of Physics A: Mathematical and General 12 (10), L253, 1979 | 73 | 1979 |
Some remarks on complex Hamiltonian systems RS Kaushal, HJ Korsch Physics Letters A 276 (1-4), 47-51, 2000 | 61 | 2000 |
An exact solution of the Schrödinger wave equation for a sextic potential RS Kaushal Physics Letters A 142 (2-3), 57-58, 1989 | 61 | 1989 |
Classical and quantum mechanics of noncentral potentials: a survey of two-dimensional systems RS Kaushal Springer Science & Business Media, 2013 | 58 | 2013 |
On the quantum mechanics of complex Hamiltonian systems in one dimension RS Kaushal Journal of Physics A: Mathematical and General 34 (49), L709, 2001 | 55 | 2001 |
On the quantum bound states for the potential V (r)= ar2+ br− 4+ cr− 6 RS Kaushal, D Parashar Physics Letters A 170 (5), 335-338, 1992 | 55 | 1992 |
Construction of complex invariants for classical dynamical systems RS Kaushal, S Singh Annals of Physics 288 (2), 253-276, 2001 | 50 | 2001 |
Time-dependent-harmonic plus inverse-harmonic potential in quantum mechanics RS Kaushal, D Parashar Physical Review A 55 (4), 2610, 1997 | 43 | 1997 |
Pion form factor and the quark model for the spectrum of heavy mesons RS Kaushal Physics Letters B 57 (4), 354-356, 1975 | 37 | 1975 |
Construction of exact invariants for time dependent classical dynamical systems RS Kaushal International journal of theoretical physics 37 (6), 1793-1856, 1998 | 34 | 1998 |
Dynamical algebraic approach and invariants for time‐dependent Hamiltonian systems in two dimensions RS Kaushal, SC Mishra Journal of mathematical physics 34 (12), 5843-5850, 1993 | 31 | 1993 |
Construction of the second constant of motion for two‐dimensional classical systems RS Kaushal, SC Mishra, KC Tripathy Journal of mathematical physics 26 (3), 420-427, 1985 | 29 | 1985 |
Some new solitary and travelling wave solutions of certain nonlinear diffusion–reaction equations using auxiliary equation method R Kumar, RS Kaushal, A Prasad Physics Letters A 372 (19), 3395-3399, 2008 | 27 | 2008 |
Classical and quantum mechanics of complex Hamiltonian systems: an extended complex phase space approach RS Kaushal Pramana 73 (2), 287-297, 2009 | 25 | 2009 |
Quark confinement potential and the quark-diquark model for nucleons RS Kaushal, DS Kulshreshtha Annals of Physics 108 (1), 198-211, 1977 | 25 | 1977 |
Advanced methods of mathematical physics RS Kaushal, D Parashar (No Title), 2000 | 24 | 2000 |
Dynamical invariants for two‐dimensional time‐dependent classical systems SC Mishra, RS Kaushal, KC Tripathy Journal of mathematical physics 25 (7), 2217-2221, 1984 | 22 | 1984 |
Solitary wave solutions of selective nonlinear diffusion-reaction equations using homogeneous balance method R Kumar, RS Kaushal, A Prasad Pramana 75, 607-616, 2010 | 20 | 2010 |