"It was a wonderful experience interacting with you and appreciate the way you have planned and executed the whole publication process within the agreed timelines.”
Subrat SaurabhAuthor of Kuch Woh Pal
This book is just a quick note to grasp Complex Analysis thoroughly. However,
it does not provide any kind of rigorous proof in order to make it simple quick
and Lucid.
This Book Contains The Following:
◆ Basic Algebra of complex Number
◆ Demorive’s Theorem
◆ Trignometry of Complex Number
◆ Topology of Complex Analysis
◆ About Analytic, Entire and Harmonic Function
◆ All Kind of Singularity in complex Analysis: Isolated, Poles, Removable,
Essential and Singularity at infinity.
◆ Complex Integration:
•Jordon Curve Theorem
•The Couchy-Goursat Theorem
•Morera Theorem.
•Cauchy's Inequality.
• 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: Residues Theorem.
◆Integral Transform: Fourier, Fourier Sine, Fourier Cosine and their properties
and results.
◆Laplace transforms properties and results
◆Dirac Delta Function: - Definition, properties and results.
