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Results:
1-8
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Results: 8
Authors:
ABLOWITZ MJ
HERBST BM
SCHOBER CM
Citation: Mj. Ablowitz et al., THE NONLINEAR SCHRODINGER-EQUATION - ASYMMETRIC PERTURBATIONS, TRAVELING WAVES AND CHAOTIC STRUCTURES, Mathematics and computers in simulation, 43(1), 1997, pp. 3-12
Authors:
WEIDEMAN JAC
HERBST BM
Citation: Jac. Weideman et Bm. Herbst, FINITE-DIFFERENCE METHODS FOR AN AKNS EIGENPROBLEM, Mathematics and computers in simulation, 43(1), 1997, pp. 77-88
Authors:
ABLOWITZ MJ
HERBST BM
SCHOBER CM
Citation: Mj. Ablowitz et al., ON THE NUMERICAL-SOLUTION OF THE SINE-GORDON EQUATION .2. PERFORMANCEOF NUMERICAL SCHEMES, Journal of computational physics, 131(2), 1997, pp. 354-367
Authors:
ABLOWITZ MJ
HERBST BM
SCHOBER CM
Citation: Mj. Ablowitz et al., COMPUTATIONAL CHAOS IN THE NONLINEAR SCHRODINGER-EQUATION WITHOUT HOMOCLINIC CROSSINGS, Physica. A, 228(1-4), 1996, pp. 212-235
Authors:
ABLOWITZ MJ
HERBST BM
SCHOBER C
Citation: Mj. Ablowitz et al., ON THE NUMERICAL-SOLUTION OF THE SINE-GORDON EQUATION .1. INTEGRABLE DISCRETIZATIONS AND HOMOCLINIC MANIFOLDS, Journal of computational physics, 126(2), 1996, pp. 299-314
Authors:
ABLOWITZ MJ
HERBST BM
SCHOBER CM
Citation: Mj. Ablowitz et al., NUMERICAL-SIMULATION OF QUASI-PERIODIC SOLUTIONS OF THE SINE-GORDON EQUATION, Physica. D, 87(1-4), 1995, pp. 37-47
Authors:
HERBST BM
VARADI F
ABLOWITZ MJ
Citation: Bm. Herbst et al., SYMPLECTIC METHODS FOR THE NONLINEAR SCHRODINGER-EQUATION, Mathematics and computers in simulation, 37(4-5), 1994, pp. 353-369
Authors:
ABLOWITZ MJ
SCHOBER C
HERBST BM
Citation: Mj. Ablowitz et al., NUMERICAL CHAOS, ROUNDOFF ERRORS, AND HOMOCLINIC MANIFOLDS, Physical review letters, 71(17), 1993, pp. 2683-2686
Risultati:
1-8
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