Jorba, Ángel
Jorba i Monte, Àngel
VIAF ID: 87836058 (Personal)
Permalink: http://viaf.org/viaf/87836058
Preferred Forms
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100 1 _ ‡a Jorba, Àngel
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100 1 0 ‡a Jorba, Ángel
4xx's: Alternate Name Forms (5)
Works
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Contribution to the analysis of trojan’s dynamic : evolution of the resonance network when the planetary frequencies change. |
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Contribution to the Dynamics of a Solar Sail in the Earth - Sun System |
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Contribution to the study of perturbations of low dimensional maps |
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Diseño e implementación de un mallador para elementos finitos en dos y tres dimensiones |
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Dynamics and mission design near libration points. Vol. IV, Advanced methods for triangular points |
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Dynamique d’électrons pour des atomes soumis à des impulsions lasers intenses polarisées elliptiquement. |
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Effective methods for recurrence solutions in delay differential equations |
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Electron dynamics for atoms driven by intense and elliptically polarized laser pulses |
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Estudi numèric pel mètode dels elements finits del comportament tècnic d'un terreny afectat per una sèrie de cables soterrats |
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Etude de perturbations induites par les astéroïdes sur le mouvement des planètes et des sondes spatiales autour du point de Lagrange L2 |
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Introducció a la simulació |
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Mètodes numèrics I : curs 92-93 |
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Normal forms around lower dimensional tori of hamiltonian systems : memoria presentada per a aspirar al grau de doctor en Matematica Aplicada |
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Numerical study of Hopf bifurcations in the two-dimensional plane Poiseuille flow |
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On quasiperiodic perturbations of ordinary differential equations |
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On the Dynamics Around the Collinear Points in the Sun-Jupiter System |
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On the dynamics of the Trojan asteroids |
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On the existence of invariant tori for symplectic maps |
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On the parallel computation of invariant tori |
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Periodic time dependent Hamiltonian systems and applications |
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Seminari sobre programació en C |
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Sobre la dinàmica prop dels punts de Lagrange del sistema Terra-Lluna |
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A study of the perturbations induced by asteroids on planetary movements and on trajectories of spacecraft in the vincity of the Lagrangian point L2. |
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