Graphics for Complex Analysis
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|Douglas N. Arnold; Institute for Mathematics and its Applications|
|A collection of graphical demonstrations of concepts in complex analysis developed for a course at McAllister. Most are animated so that the original curves are continuously deformed into the image curves, and the eye can follow which points move where; colors are used to distinguish different points and curves. Contents: The squaring map; The exponential, sine, and cosine; Conformality; Möbius Transformations. A more recent Java version of this page is available online.|
|Resource Types:||Graphics, Course Notes|
|Math Topics:||Complex Analysis|
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