On the multisymplectic formalism for first order field theories JF Carinena, M Crampin, LA Ibort Differential geometry and its Applications 1 (4), 345-374, 1991 | 258 | 1991 |
Lagrangian formalism for nonlinear second-order Riccati systems: one-dimensional integrability and two-dimensional superintegrability JF Carinena, MF Ranada, M Santander Journal of mathematical physics 46 (6), 2005 | 136 | 2005 |
A non-linear oscillator with quasi-harmonic behaviour: two-and n-dimensional oscillators JF Cariñena, MF Rañada, M Santander, M Senthilvelan Nonlinearity 17, 1941, 2004 | 135 | 2004 |
Lie-Scheffers systems: a geometric approach JF Cariņena, J Grabowski, G Marmo Bibliopolis, 2000 | 134 | 2000 |
Derivations of differential forms along the tangent bundle projection E Martinez, JF Cariņena, W Sarlet Differential Geometry and its Applications 2 (1), 17-43, 1992 | 130 | 1992 |
The transfer matrix: a geometrical perspective LL Sánchez-Soto, JJ Monzón, AG Barriuso, JF Cariñena Physics Reports, 2011 | 128 | 2011 |
A quantum exactly solvable non-linear oscillator with quasi-harmonic behaviour JF Cariñena, MF Ranada, M Santander Annals of Physics 322 (2), 434-459, 2007 | 127 | 2007 |
Geometry from dynamics, classical and quantum JF Cariñena, A Ibort, G Marmo, G Morandi Springer Netherlands, 2015 | 123 | 2015 |
Central potentials on spaces of constant curvature: The Kepler problem on the two-dimensional sphere S2 and the hyperbolic plane H2 JF Cariñena, MF Rañada, M Santander Journal of Mathematical Physics 46 (5), 2005 | 123 | 2005 |
Quantum bi-Hamiltonian systems JF Cariñena, J Grabowski, G Marmo Arxiv preprint math-ph/0610011, 2006 | 121* | 2006 |
A quantum exactly solvable nonlinear oscillator related to the isotonic oscillator JF Carinena, AM Perelomov, MF Ranada, M Santander Journal of Physics A: Mathematical and Theoretical 41 (8), 085301, 2008 | 115 | 2008 |
Superposition rules, Lie theorem and partial differential equations JF Cariñena, J Grabowski, G Marmo Arxiv preprint math-ph/0610013, 2006 | 111 | 2006 |
Geometric Hamilton-Jacobi theory JF Cariñena, X Gracia, G Marmo, E Martínez, M Munoz-Lecanda, ... Arxiv preprint math-ph/0604063, 2006 | 111 | 2006 |
One-dimensional model of a quantum nonlinear harmonic oscillator* JF Carinena, MF Ranada, M Santander Reports on Mathematical Physics 54 (2), 285-293, 2004 | 106 | 2004 |
Lie systems: theory, generalisations, and applications JF Cariñena, J De Lucas arXiv preprint arXiv:1103.4166, 2011 | 97 | 2011 |
Riccati equation, factorization method and shape invariance JF Cariñena, A Ramos Arxiv preprint math-ph/9910020, 1999 | 95 | 1999 |
Relativistic quantum kinematics in the Moyal representation JF Carinena, JM Garcia-Bondia, JC Varilly Journal of Physics A: Mathematical and General 23, 901, 1990 | 94 | 1990 |
Lagrangian systems with constraints: a geometric approach to the method of Lagrange multipliers JF Carinena, MF Ranada Journal of Physics A: Mathematical and General 26, 1335, 1993 | 93 | 1993 |
Reduction of degenerate Lagrangian systems F Cantrijn, JF Cariņena, M Crampin, LA Ibort Journal of Geometry and Physics 3 (3), 353-400, 1986 | 87 | 1986 |
Group theoretical approach to the intertwined Hamiltonians JF Carinena, A Ramos Annals of Physics 292 (1), 42-66, 2001 | 85 | 2001 |