Mapping Complex Functions - Search Videos

Full Three-Point Möbius Mapping | Complex Analysis, Part 9

YouTubeFruit Institute of Technology

Full Three-Point Möbius Mapping | Complex Analysis, Part 9

In this episode of the Complex Analysis series, Prof. Happy Strawberry from the F.I.T. Department of Mathematics solves the first fully non-trivial three-point Möbius transformation. We construct a function such that: * f(0)=1 * f(1)=i * f(infty)=0 Starting from the general form f(z)=frac{az+b}{cz+d} we apply each condition step by step ...

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