About this document
Lecture 19 2024 by sagarshreyas8983 is a document available to read on EtoBox.
The document discusses conformal mapping, defining it as a transformation that preserves angles between curves in both magnitude and orientation. It introduces critical points, scale factors, and provides examples of conformal maps such as f(z) = e^z and f(z) = z^2. Additionally, it covers the concept of Möbius transformations, which are conformal maps represented as linear fractional transformations, and their properties.
- Author
- sagarshreyas8983
- Language
- EN