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Nonstandard Analysis in Complex Functions by azzam almosa is a document available to read on EtoBox.

What is Nonstandard Analysis in Complex Functions about?

1. The document provides problems involving power series expansions and Laurent series expansions of functions, as well as applications of residue calculus to evaluate real integrals. Some example problems include finding the Laurent series of 1/[(z+1)(z+3)] and representing (z+1)/(z-1) in a Taylor series. 2. Residue calculus is used to evaluate integrals along contours and compute sums of series. Examples given are calculating contour integrals along circles in the complex plane and computing the sum of t

Author

azzam almosa

Language

EN