Quantum Mechanics: Path Integral Formulation

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Explores quantum instanton theory, path integrals, reaction rates, and tunnelling phenomena.

Covers Molecular Dynamics and Monte Carlo Simulations, transitioning from Quantum to Classical Mechanics in computational chemistry.

Covers the basics of path integral in quantum mechanics and its application to free particles.

Introduces coherent states, the Ehrenfest theorem, and path integrals in quantum mechanics.

Covers the canonical approach to quantum theory, focusing on Lagrangian mechanics and equations of motion.

Covers the path integral method with a focus on a free particle example.

Explores phase space, the Poisson bracket, and Hamiltonian mechanics concepts.

Covers the path integral representation in quantum mechanics and the dynamics of systems described by Lagrangian.

Explores quantum physics concepts, dynamics, interpretations, and implications on classical mechanics.

Explains wave-particle duality, complex wavefunctions, Hermitian operators, and the quantization of particle energies in quantum mechanics.