Professor Antonio Fasano Dipartimento di Matematica "U. Dini" Universita di Firenze Viale Morgagni 67A 50134 Firenze Italy Professor Stefano Marmi Scuola Normale Superiore Piazza dei Cavalieri 7 56126 Pisa Italy
Inhaltsangabe
1: Geometric and kinematic foundations of Lagrangian mechanics 2: Dynamics: general laws and the dynamics of a point particle 3: One-dimensional motion 4: The dynamics of discrete systems. Lagrangian formalism 5: Motion in a central field 6: Rigid bodies: geometry and kinematics 7: The mechanics of rigid bodies: dynamics 8: Analytical mechanics: Hamiltonian formalism 9: Analytical mechanics: variational principles 10: Analytical mechanics: canonical formalism 11: Analytical mechanics: Hamilton-Jacobi theory and integrability 12: Analytical mechanics: canonical perturbation theory 13: Analytical mechanics: an introduction to ergodic theory and to chaotic motion 14: Statistical mechanics: kinetic theory 15: Statistical mechanics: Gibbs sets 16: Lagrangian formalism in continuum mechanics Appendices
1: Geometric and kinematic foundations of Lagrangian mechanics 2: Dynamics: general laws and the dynamics of a point particle 3: One-dimensional motion 4: The dynamics of discrete systems. Lagrangian formalism 5: Motion in a central field 6: Rigid bodies: geometry and kinematics 7: The mechanics of rigid bodies: dynamics 8: Analytical mechanics: Hamiltonian formalism 9: Analytical mechanics: variational principles 10: Analytical mechanics: canonical formalism 11: Analytical mechanics: Hamilton-Jacobi theory and integrability 12: Analytical mechanics: canonical perturbation theory 13: Analytical mechanics: an introduction to ergodic theory and to chaotic motion 14: Statistical mechanics: kinetic theory 15: Statistical mechanics: Gibbs sets 16: Lagrangian formalism in continuum mechanics Appendices
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