Exponential Mapping \(w=e^z\) | Complex Analysis with Examples

In this video, we study the exponential function w = e^z in complex analysis. We see how different regions in the z-plane change into the w-plane. Examples in this video: Line y = -2 becomes a ray in the w-plane Line x = 3 becomes a circle of radius e^3 Strip 1 to 2 becomes a ring-shaped region Square with corners 0, 1, 1+i, i becomes a curved region These examples are useful for B.Sc, B.E, B.Tech, and M.Sc students. Graphs made using Desmos (desmos.com) #ComplexAnalysis #ExponentialMapping #ConformalMapping