Cauchy‘s integral theorem states that an analytic function f(z) the line integral around a closed path C is zero.
∫f(z)dz = 0 .
This means that the curve integrals over 2 curves with the same endpoints for an analytic function are the same.
Cauchy‘s integral theorem states that an analytic function f(z) the line integral around a closed path C is zero.
∫f(z)dz = 0 .
This means that the curve integrals over 2 curves with the same endpoints for an analytic function are the same.