Explores Euclidean path integrals in Quantum Field Theory and Perturbation Theory using Feynman diagrams.
Explores the statistical mechanics of liquids, covering challenges in modeling, reduced distribution functions, pair correlation function, and scattering.
Covers Imaginary-Time Path Integrals, classical and quantum systems, convergence in simulations, and integration schemes for molecular dynamics.
Explores path integral methods, partition functions, Trotter factorization, quantum-classical isomorphism, and multidimensional generalization in statistical mechanics.
Explores Euclidean correlation functions and the transition to real time using Wick rotation, along with a discussion on good and bad habits.
