Lecture notes will be placed here.

- January 17 (#01): Complex plane/Euler's formula
- January 22 (#02): Exponential/logarithmic functions, Branch cut/branch points
- January 24 (#03): Differentiability/Cauchy-Riemann relation
- January 29 (#04): Harmonic functions, Cauchy's theorem
- January 31 (#05): Cauchy's integral formulas/Liouville's theorem
- February 05 (#06): Taylor series/Analytic continuation/Laurent series
- February 07 (#07): Laurent series
- February 12 (#08) : Singularities, residue
- February 14 (#09) : Application of residue theorem to integrals
- February 19 (#10) : Application of residue theorem to integrals (2)
- February 21 (#11) : Conformal mapping, Laplace equation, Bi-harmonic equations, Solid mechanics

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