- #1
Higgsono
- 93
- 4
When we make a canonical transformation the volume in phase-space doesn't change. Likewise if we consider motion of a system in phase-space the volume won't change either according to Liouville's theorem.
Does that mean that every physical motion of the system in phase-space is equivalent to some parametrization of a set of canonical transformations?
Does that mean that every physical motion of the system in phase-space is equivalent to some parametrization of a set of canonical transformations?