Contour Integration
Table of Contents
1 Definition
We define:
\[ \int_{\gamma} f(z) dz = \int_a^b f\left(\gamma\left(t\right)\right)\gamma'(t)dt \]
Where \( \gamma(t) : [a, b] \to \mathbb{C} \) is a contour.
We define:
\[ \int_{\gamma} f(z) dz = \int_a^b f\left(\gamma\left(t\right)\right)\gamma'(t)dt \]
Where \( \gamma(t) : [a, b] \to \mathbb{C} \) is a contour.
Created: 2024-03-23 Sat 11:44