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When does a Lagrangian dynamical system have an equivalent Hamiltonian description?

Here's what I have done: $\bullet$ Let the Lagrangian $L(q_{i},\dot{q}_{i},t)$, which under the point transformations $$ \{q_{i}\}\leftrightsquigarrow\{Q_{i}\} $$ given by the invertible relations $ …
Konstantinos Kanakoglou's user avatar
2 votes

Practical example of Hamiltonian reduction

If i correctly understand your question, i think what you are talking about is the so called Poincare reduction method. This actually generalises Liouville integrability, in the sense that in the pres …
Konstantinos Kanakoglou's user avatar
18 votes

Hamiltonian, Lagrangian and Newton formalism of mechanics

The three formalisms of classical mechanics, i.e. the Newtonian, the Lagrangian (analytical mechanics) and the Hamiltonian (canonical formalism) are generally not equivalent to each other -at least no …
Konstantinos Kanakoglou's user avatar