Complex Analysis: Study Guide Workbook

by Rohan Verma

This book is just a quick notes to grasp Complex Analysis thoroughly. However, it does not provide any kind of rigorous proof in order to make it simple and quick.
This Book Contains The
◆ Basic Algebra of complex Number.
◆ Demorive Theorem.
◆ Trignometry of Complex Number.
◆ Topology of Complex Analysis.
◆ About Analytic, Entire and Harmonic Function.
◆ All Kind of Singularity in complex Isolated, Poles, Removable, Essential and Singularity at infinity.
◆ Complex
•Jordon Curve Theorem.
•The Couchy-Goursat Theorem.
•Morera Theorem.
•Cauchy's Inequality.
•Cauchy's Integral Theorem.
• The Arugument Theorem.
• And Much More Theorem.
◆ Series in complex Analysis.
•Absolute Convergence.
•Uniform Convergence.
•Weirstras M test.•Power Series.
•Taylor Theorem.
•Binomial Theorem.
◆ Laurent's Theorem.
◆ The Calculus of Residues Theorem.
◆Integral Fourier, Fourier Sine, Fourier Cosine and their properties and results.
◆Laplace transforms properties and results
◆Dirac Delta Function Definition , properties and results.

26 pages, Paperback

Published May 23, 2021