Bilinear(Mobius) Transformation related theorem : Conformal Mapping lecture-8

In this video we will discuss a theorem related to BILINEAR Transformation: Theorem: The bilinear Transformation w = (az+b)/(cz+d) is a combination of elementary transformations. watch also: Conformal Mapping (complex analysis): lecture 1    • Conformal Mapping (complex analysis)   Elementary Transformations in Conformal Mapping: lecture-2    • Elementary Transformations in Conformal Ma...   Elementary Transformations examples(Translation & Magnification) in Conformal Mapping: lecture-3    • Elementary Transformations examples(Transl...   Elementary Transformation(Rotation) examples in Conformal Mapping: lecture-4    • Elementary Transformation(Rotation) exampl...   Elementary Transformation(Inversion) examples in Conformal Mapping: lecture-5    • Elementary Transformation(Inversion) examp...   Two theorems of Inversion(w=1/z) in Conformal Mapping: lecture-6    • Two theorems of Inversion(w=1/z) in Confor...   Linear Transformation with 2 examples in Conformal Mapping : Lecture 7    • Linear Transformation with 2 examples in C...   PLAYLISTS LINK : 1. Cauchy integral formula and proof    • Cauchy Integral Theorem and Formula   2. Maxima & Minima (Extreme Values)    • Maxima & Minima (Extreme Values)   3. ε-δ Definition of Limit    • ε-δ Definition of Limit   4. BSc Mathematics    • BSc Mathematics   5. Conformal Mapping    • Conformal Mapping   Email-id: [email protected] WhatsApp number: 63766-37094 #bilineartransformation #conformalmapping