Bibliografia

Principal

  • Geometric Mechanics: W. Oliva 2002 Lecture Notes in Mathematics 1798, Springer
  • Mathematical Methods of Classical Mechanics: Arnold, V. I. 1989 Springer Verlag
  • An Introduction to Riemannian Geometry with Applications to Mechanics and Relativity : Godinho, Leonor and Natário, José 2012 See online texts
  • Introduction to mechanics and symmetry: a basic exposition of classical mechanical systems (Vol. 17). Springer. : Marsden, J. E., & Ratiu, T. S. 1999 Ver link em "Online Texts" - See link in "Online Texts"

Secundária

  • Foundations of Mechanics: R. Abraham e J. Marsden 1978 Benjamin
  • Mathematical Methods of Classical Mechanics: V. Arnold 1989 Springer
  • Dynamical systems: G. Birkhoff 1966 AMS
  • Integrability Problems in Hamiltonian systems: W. Oliva 1991 CNR
  • Classical mechanics: GOLDSTEIN, Herbert, John SAFKO, and Charles POOLE. 2001 Addison Wesley.
  • Differential forms with applications to the physical sciences.: Flanders, Harley 2012 DoverPublications
  • Modern Geometry-Methods and Applications: Part II, the Geometry and Topology of Manifolds (Vol. 2). : Dubrovin, B. A., Fomenko, A. T., & Novikov, S. P. 1985 Springer.
  • Theory of Oscillators: Andronov, Aleksandr Aleksandrovič. 1966 DoverPublications.