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This Practical Treatment Explains The Applications Complex Calculus Without Requiring The Rigor Of A Real Analysis Background. The Author Explores Algebraic And Geometric Aspects Of Complex Numbers, Differentiation, Contour Integration, Finite And Infinite Real Integrals, Summation Of Series, And The Fundamental Theorem Of Algebra. The Residue Theorem For Evaluating Complex Integrals Is Presented In A Straightforward Way, Laying The Groundwork For Further Study. A Working Knowledge Of Real Calculus And Familiarity With Complex Numbers Is Assumed. This Book Is Useful For Graduate Students In Calculus And Undergraduate Students Of Applied Mathematics, Physical Science, And Engineering.
This text investigates the practical application of complex calculus for students and professionals who require functional knowledge without the heavy burden of formal real analysis. The author, John B. Reade, provides a streamlined approach to complex variables, focusing on utility for those in engineering and physical sciences. By prioritizing computational techniques over abstract proofs, the book bridges the gap between basic calculus and advanced mathematical modeling. It serves as a bridge for readers who possess a foundational understanding of real-variable calculus and wish to extend their skills into the complex plane.
What You Will Find
Experts and educators recognize this text as a highly accessible resource for students in applied fields who need to master complex calculus quickly. Readers frequently note that the prose avoids unnecessary academic density, making it a preferred choice for those prioritizing application over theoretical rigor.
Page Count:
100
Publication Date:
2003-01-01
Publisher:
Taylor & Francis Group
ISBN-10:
0203419340
ISBN-13:
9780203419342
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