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Lecture 13: Normal and shear stresses on arbitrary surfaces: Stress Tensor formulation
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Lecture 9: Fourier Analysis 9: Convergence of Fourier Series of f (x)=2x
Lecture 21: Mod-01 Lec-21 MOCVD
Lecture 5: Reciprocal lattice II, Brillouin zone and Bragg's diffraction condition
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Lecture 19: Applications to logarithms and geometry
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Lecture 44: Symmetry constraints on Green's functions, Furry's theorem, Ward-Takahashi identity
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Lecture 6: Solve PDE via an integrating factor
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