Study Materials

A) Limit, continuity and derivative of a complex valued function; Analytic function; Cauchy-Riemann equations.

A) Analytic function.pdf

B) Laplace's equation; Harmonic function; Polar form of Cauchy-Riemann equations; Milni-Thomson’s Method; Some solved examples.

B) Pro-Anal-fun.pdf

C) Simply connected and multiply connected domains; Aces and curves; Rectifiable arcs; Contours; Complex integration

C) Complex-int.pdf

Corresponding Tutorial Videos

A) Analytic function.mp4

B) Pro-Anal-fun.mp4

C) Complex-int.mp4