Can I read Bilinear Transformation in Complex Analysis on EtoBox?

Bilinear Transformation in Complex Analysis by Chiku Rohit is a document available to read on EtoBox.

What is Bilinear Transformation in Complex Analysis about?

- Stereographic projection maps points on a complex plane to points on a sphere in a one-to-one manner, representing complex numbers as points on a sphere. This sphere is called the Riemann sphere. - A bilinear transformation, also called a Möbius transformation or linear fractional transformation, maps the extended complex plane to itself in the form w = (az + b)/(cz + d) where ad - bc ≠ 0. It is composed of translations, rotations, magnifications, and inversions. - Bilinear transformations preserve cross

Author

Chiku Rohit

Language

EN