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Lecture 32 of 32Week 8
Lecture 32 : Topological Vacuum of Yang Mills Theories- II
Prof. Urjit A. Yajnik · IIT Bombay
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All the lectures
- Lecture 1 : Quantum Theory Fundamental Quantisation- I
- Lecture 2 : Quantum Theory Fundamental Quantisation- II
- Lecture 3 : Path Integral Formulation- I
- Lecture 4 : Path Integral Formulation- II
- Lecture 5 : Path Integral Formulation- III
- Lecture 6 : Path Integral Formulation- IV
- Lecture 7 : Correlation Functions- I
- Lecture 8 : Correlation Functions- II
- Lecture 9 : Generating Functional, Forced Harmonic Oscillator- I
- Lecture 10 : Generating Functional, Forced Harmonic Oscillator- II
- Lecture 11 :Generating Function in Field Theory- I
- Lecture 12 : Generating Function in Field Theory- II
- Lecture 13 :Effective Potential- I
- Lecture 14 : Effective Potential- II
- Lecture 15 : Effective Potential- III
- Lecture 16 : Effective Potential- IV
- Lecture 17 : Asymptotic Theory- I
- Lecture 18 : Asymptotic Theory- II
- Lecture 19 : Asymptotic Condition Kallen- Lehmann representation- I
- Lecture 20 : Asymptotic Condition Kallen- Lehmann representation- II
- Lecture 21 : Gauge Invariance- Minimal Coupling
- Lecture 22 : Gauge Invariance- Geometric Picture
- Lecture 23 : Gauge Invariance- Abelian Case
- Lecture 24 : Gauge Invariance- Non-abelian case
- Lecture 25 : Yang Mills Theory- Coupling to Matter
- Lecture 26 : Yang Mills Theory- Physical Content
- Lecture 27 : Yang Mills Theory Constraint Dynamics- I
- Lecture 28 : Yang Mills Theory Constraint Dynamics- II
- Lecture 29 : Gauge Fixing and Faddeev Popov Ghosts- I
- Lecture 30 : Gauge Fixing and Faddeev Popov Ghosts- II
- Lecture 31 : Topological Vacuum of Yang Mills Theories- I
- Lecture 32 : Topological Vacuum of Yang Mills Theories- II