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Lec 1: Introduction , Postulates of Quantum Mechanics, by Saurabh Basu

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Phonon Green’ Function and Hartree Fock Approaximation, by Saurabh Basu

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Josephson Junctions, Josephson Equations, by Saurabh Basu

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Time Dependent Perturbation Theory, Fermi’s Golden Rule, Einstein’s a and B Coefficients, by Saurabh Basu

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Quantum Dynamics: Two Level System, by Saurabh Basu

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Second Quantization II, by Saurabh Basu

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Stark Effect: Second Order in Ground State, by Saurabh Basu

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Stark Effect: First Order in Ground State, by Saurabh Basu

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Magnetism, by Saurabh Basu

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Lec 2: Roots of Non-Linear Equations, Bisection Method, by Saurabh Basu

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Thermodynamic Properties of Superconductors, Specific Heat, by Saurabh Basu

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Lec 18: Introduction to Monte Carlo Technique, by Saurabh Basu

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Linear Response Theory: Derivation of Kubo Formula, by Saurabh Basu

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Lec 2: Stern Gerlach Experiment, Spin Quantization, Young’s Double Slit Experiment, by Saurabh Basu

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Ginzburg Landau Theory, Coherence Length and Penetration Depth, by Saurabh Basu

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Second Quantization I, by Saurabh Basu

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Summary of Approximation Methods, Time Dependent Perturbation Theory, by Saurabh Basu

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WKB Approximation, Bohr Sommerfeld Quantization Condition, by Saurabh Basu

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Lec 22: Introduction to Molecular Dynamics, by Saurabh Basu

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Applications of NMR, Time Evolution of Magnetic Moments, by Saurabh Basu

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Lec 16: Runge Kutta Method, by Saurabh Basu

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Entangled State for Two Spins, by Saurabh Basu

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Lec 3: Newton Raphson Method, Secant Method, by Saurabh Basu

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Wick’s Theorem and Normal Ordering, by Saurabh Basu

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Singlet and Triplet States of Two S =1/2 , Magnetic Hamiltonian, by Saurabh Basu

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Lec 4: The Density Matrix Formalism, Expectation Values of Operators, by Saurabh Basu

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Spin Angular Momentum, Addition of Angular Momentum, Clebsch Gordan Coefficients, by Saurabh Basu

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Second Quantized Hamiltonian, by Saurabh Basu

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S Matrix and Free Electron Green’s Function, by Saurabh Basu

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Lec 19: Details of the Monte Carlo Method, by Saurabh Basu

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