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Title	Author	Updated
Lesson/CM03-01 Action Principle $\newcommand{\matrixelement}[3]{\langle#1\|#2\|#3\rangle}\newcommand{\dd}[2][]{\frac{d#1}{d#2}}${}$\newcommand{\pp}[2][]{\frac{\partial #1}{\partial #2}}${}$\newcommand{\ket}[1]{\|#1\rangle}$ {} $\newcommand{\bra}[1]{\langle #1\|}$	kapoor	21-08-05 08:08:04
Help and Information --- About Lessons in Proofs Project Summary (or abstract) not available for this node.	kapoor	21-08-05 07:08:11
Help and Info Page:: How to give feedback on resources in Proofs Project Summary (or abstract) not available for this node.	kapoor	21-08-05 07:08:15
I-1.5 Chalk Talk:: Functional Derivative (article) I-1.5 Chalk Talk:: Functional Derivative (article) I-1.5 Chalk Talk 1: Functional Derivative Click for Slides; Article Class; Video I-1.6 Chalk Talk 2: Action Principle and Euler Lagrange equation of motion Click for Slides; Article Class; Video I-1.7 Chalk Talk 3: Hamilton's Equations of Motion and Poisson brackets Click for Slides; Article Class; Video I-1.8 Examples: Lagrangian and Hamiltonian for different systems Click for Slides; Article Class; Video	kapoor	21-08-05 06:08:08
I-1 Overview of Module-I Syllabus Classical fields; Functional derivatives; Action principle for fields. Lagrangian form of dynamics; Noether's theorem; Hamiltonian dynamics; Poisson brackets. Prerequisites An Elementary exposure to the following topics will be sufficient to get started on this unit. Classical fields; Examples of Classical fields; Eelectromagnetic field as example of fields; Maxwell's equations as field equations. Relativistic quantum mechanics; Klein Gordon equation; Dirac equation; Quantum mechanics of a point particle; Time dependent Schrodinger equation. Different resources are planned to be made available in multiple formats [ audio / video / article style / Slides style etc]	kapoor	21-08-05 06:08:08
Self Paced Course :: Quantum Field Theory for Newbies Module I :: Classical Field Theory I-1 Overview of Module-I I-2 Let's Just Talk --- With as few equations as possible I-2.1 Talk:: What is a classical field? I-2.2 Talk:: Why reinterpret QM equations as classical equations I-2.3 Talk:: How to do classical mechanics of fields? I-3 Chalk Talks --- Tighten Your Belts I-3.1 Chalk Talk:: Functional Derivative; I-3.2 Chalk Talk:: Action principle; Euler Lagrange formalism I-3.3 Chalk Talk:: Hamiltonian Formulation and Poisson Brackets I-3.4 Examples: Lagrangian and Hamiltonian for different systems Poisson Bracket I-4 Activities --- Learn by Solving Problems I-4.1:: Submit a Web-form --- What is a classical field? I-4.2 :: Submit a Web-Form --- Classical and Quantum Systems I-4.3:: Submit a Web-form --- Why Interpret QM equations as classical field equation? I-4.4 :: Tutorial --- Computing Functional Derivative I-4.5 :: Exercise ---- Functional Derivative; Lagrangian and Hamiltonian I-4.6:: Exercise ---- Hamiltonian EOM; Poisson brackets I-5:: EndNotes and References Module II:: Second Quantization of Schrodinger Field Module III:: Preparation From Quantum Mechanics-I:: Time Dependent Perturbation Theory Module IV:: Computation of Cross Sections and Life Times-I Module V:: Preparation from Relativistic Quantum Mechanics-I --- Klein Gordon Equation Module VI:: Quantization of Klein Gordon Field Module VII:: Quantization of Electromagnetic Field Module VIII:: Preparation from Relativistic Quantum Mechanics-II ---- Dirac Equation Module IX:: Quantization of Dirac equation Module-X:: Symmetries and Conservation Laws Module-XI:: S- Matrix, Schwinger Dyson Expansion, and Wick's Theorem Module-XII:: Feynman Diagrams and Feynman Rules Module- XIII:: Computation of Processes --- Tree Diagrams Module-XIV:: Higher Order Calculation Module-XV:: Anomalous Magnetic Moment of Electron	kapoor	21-08-05 06:08:08
I-2.3 Talk:: How to Do Classical Mechanics of Fields? Summary (or abstract) not available for this node.	shivahcu	21-08-04 14:08:16
I-4.3:: Submit a Web-form --- Why Interpret QM equations as classical field equation? Summary (or abstract) not available for this node.	shivahcu	21-08-04 13:08:06
I-4.5 Exercise:: Functional derivative Summary (or abstract) not available for this node.	shivahcu	21-08-04 13:08:04
I-4.6 Exercise:: Hamiltonian Equations; Poisson Brackets Summary (or abstract) not available for this node.	shivahcu	21-08-04 13:08:15

$\newcommand{\matrixelement}[3]{\langle#1|#2|#3\rangle}\newcommand{\dd}[2][]{\frac{d#1}{d#2}}${}$\newcommand{\pp}[2][]{\frac{\partial #1}{\partial #2}}${}$\newcommand{\ket}[1]{|#1\rangle}$ {} $\newcommand{\bra}[1]{\langle #1|}$

I-1.5 Chalk Talk:: Functional Derivative (article)

I-1.5 Chalk Talk 1: Functional Derivative Click for Slides; Article Class; Video

I-1.6 Chalk Talk 2: Action Principle and Euler Lagrange equation of motion Click for Slides; Article Class; Video

I-1.7 Chalk Talk 3: Hamilton's Equations of Motion and Poisson brackets Click for Slides; Article Class; Video

I-1.8 Examples: Lagrangian and Hamiltonian for different systems Click for Slides; Article Class; Video

Syllabus
Classical fields; Functional derivatives; Action principle for fields. Lagrangian form of dynamics;
Noether's theorem; Hamiltonian dynamics; Poisson brackets.

Prerequisites
An Elementary exposure to the following topics will be sufficient to get started on this unit.

Classical fields; Examples of Classical fields; Eelectromagnetic field as example of fields; Maxwell's equations as field equations.

Relativistic quantum mechanics; Klein Gordon equation; Dirac equation;

Quantum mechanics of a point particle; Time dependent Schrodinger equation.

Different resources are planned to be made available in multiple formats [ audio / video / article style / Slides style etc]