AAAAAA

   
Results: 1-14 |
Results: 14
HIGHER-ORDER NARROW-TUBE QUANTIZATIONS OF QUASI-ENERGIES
Authors: THYLWE KE
Citation: Ke. Thylwe, HIGHER-ORDER NARROW-TUBE QUANTIZATIONS OF QUASI-ENERGIES, Journal of physics. A, mathematical and general, 31(9), 1998, pp. 2253-2267
THE ERMAKOV-LEWIS INVARIANTS FOR COUPLED LINEAR-OSCILLATORS
Authors: THYLWE KE KORSCH HJ
Citation: Ke. Thylwe et Hj. Korsch, THE ERMAKOV-LEWIS INVARIANTS FOR COUPLED LINEAR-OSCILLATORS, Journal of physics. A, mathematical and general, 31(14), 1998, pp. 279-285
NONLINEAR PHASE-INTEGRAL APPROXIMATIONS OF STATIONARY WAVES IN NONHOMOGENEOUS SYSTEMS
Authors: THYLWE KE DANKOWICZ H
Citation: Ke. Thylwe et H. Dankowicz, NONLINEAR PHASE-INTEGRAL APPROXIMATIONS OF STATIONARY WAVES IN NONHOMOGENEOUS SYSTEMS, Journal of physics. A, mathematical and general, 30(2), 1997, pp. 697-710
MONOTONIC STABILITY
Authors: KAPITANIAK T THYLWE KE
Citation: T. Kapitaniak et Ke. Thylwe, MONOTONIC STABILITY, Chaos, solitons and fractals, 7(9), 1996, pp. 1411-1415
ON TRANSVERSE STABILITY OF SYNCHRONIZED CHAOTIC ATTRACTORS
Authors: KAPITANIAK T THYLWE KE
Citation: T. Kapitaniak et Ke. Thylwe, ON TRANSVERSE STABILITY OF SYNCHRONIZED CHAOTIC ATTRACTORS, Chaos, solitons and fractals, 7(10), 1996, pp. 1569-1581
TIME-DEPENDENT NORMAL-FORM HAMILTONIAN FOR DYNAMICAL EQUILIBRIA
Authors: THYLWE KE DANKOWICZ H
Citation: Ke. Thylwe et H. Dankowicz, TIME-DEPENDENT NORMAL-FORM HAMILTONIAN FOR DYNAMICAL EQUILIBRIA, Journal of physics. A, mathematical and general, 29(13), 1996, pp. 3707-3722
CHAOS-HYPERCHAOS TRANSITION
Authors: KAPITANIAK T THYLWE KE COHEN I WOJEWODA J
Citation: T. Kapitaniak et al., CHAOS-HYPERCHAOS TRANSITION, Chaos, solitons and fractals, 5(10), 1995, pp. 2003-2011
NONPERTURBATIVE STABILITY ANALYSIS OF PERIODIC RESPONSES IN DRIVEN NONLINEAR OSCILLATORS
Authors: THYLWE KE GRAVADOR E
Citation: Ke. Thylwe et E. Gravador, NONPERTURBATIVE STABILITY ANALYSIS OF PERIODIC RESPONSES IN DRIVEN NONLINEAR OSCILLATORS, Journal of sound and vibration, 182(2), 1995, pp. 191-207
STABILITY TRANSITIONS OF CERTAIN EXACT PERIODIC RESPONSES IN UNDAMPEDHELMHOLTZ AND DUFFING OSCILLATORS
Authors: GRAVADOR E THYLWE KE HOKBACK A
Citation: E. Gravador et al., STABILITY TRANSITIONS OF CERTAIN EXACT PERIODIC RESPONSES IN UNDAMPEDHELMHOLTZ AND DUFFING OSCILLATORS, Journal of sound and vibration, 182(2), 1995, pp. 209-220
REGGE-POLE DESCRIPTION OF RAINBOW SCATTERING BY MEANS OF THE PHASE-INTEGRAL METHOD
Authors: AMAHA A THYLWE KE
Citation: A. Amaha et Ke. Thylwe, REGGE-POLE DESCRIPTION OF RAINBOW SCATTERING BY MEANS OF THE PHASE-INTEGRAL METHOD, Physical review. A, 50(2), 1994, pp. 1420-1428
SEMICLASSICAL NARROW-TUBE QUANTIZATIONS OF TIME-PERIODIC HAMILTONIAN-SYSTEMS
Authors: THYLWE KE BENSCH F
Citation: Ke. Thylwe et F. Bensch, SEMICLASSICAL NARROW-TUBE QUANTIZATIONS OF TIME-PERIODIC HAMILTONIAN-SYSTEMS, Journal of physics. A, mathematical and general, 27(22), 1994, pp. 7475-7490
NARROW-TUBE APPROXIMATION OF SEMICLASSICAL QUASI-ENERGIES - APPLICATION TO THE WEAKLY NONLINEAR DUFFING OSCILLATOR
Authors: THYLWE KE BENSCH F
Citation: Ke. Thylwe et F. Bensch, NARROW-TUBE APPROXIMATION OF SEMICLASSICAL QUASI-ENERGIES - APPLICATION TO THE WEAKLY NONLINEAR DUFFING OSCILLATOR, Journal of physics. A, mathematical and general, 27(16), 1994, pp. 5673-5685
SEMICLASSICAL ENERGY QUANTIZATION OF ANHARMONIC POTENTIAL MOTION - COMPLEX TRAJECTORY CONTRIBUTIONS VERSUS HIGHER-ORDER CORRECTIONS
Authors: THYLWE KE DAMMERT O
Citation: Ke. Thylwe et O. Dammert, SEMICLASSICAL ENERGY QUANTIZATION OF ANHARMONIC POTENTIAL MOTION - COMPLEX TRAJECTORY CONTRIBUTIONS VERSUS HIGHER-ORDER CORRECTIONS, Journal of physics. A, mathematical and general, 27(11), 1994, pp. 4011-4020
COMPLEX ANGULAR-MOMENTUM APPROACH TO BLACK-HOLE SCATTERING
Authors: ANDERSSON N THYLWE KE
Citation: N. Andersson et Ke. Thylwe, COMPLEX ANGULAR-MOMENTUM APPROACH TO BLACK-HOLE SCATTERING, Classical and quantum gravity, 11(12), 1994, pp. 2991-3001
Risultati: 1-14 |