| Area of Mathematics: | Physics (EPh) |
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| Semester: | 7o | ||
| Course ID: | 72501 | ||
| Course Type: | Elective | ||
| Teaching hours per week: | Theory: 4 | Practice: 0 | Laboratory: 0 |
| ECTS : | 5 | ||
| Eclass: | For the course’s material, click here. | ||
| Instructors: | Vasilios Zarikas | ||
Description
- Introduction to symplectic geometry and Poisson geometry.
- Canonical transformations and Poisson brackets.
- Symmetries and Noether Theorem.
- Lagrange mechanics
- Hamilton mechanics
- Hamilton vector fields.
- Hamilton-Jacobi Theory and Action-Angle Variables.
- Phase space, Liouville Theorem, and covariance.
- Lagrange and Hamilton formalism for continuous systems and fields
Bibliography
- Solved Problems in Lagrangian and Hamiltonian Mechanics (Grenoble Sciences) 2009th Edition by Gignoux (Author)
- Lagrangian And Hamiltonian Mechanics – January 1, 2019, by Melvin G. Calkin (Author), M. G. Calkin (Author), M G Calkin (Author)
