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Complex Analysis for Mathematics and Engineering, by John H. Mathews, Russell W. Howell
Get Free Ebook Complex Analysis for Mathematics and Engineering, by John H. Mathews, Russell W. Howell
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The New Fifth Edition Of Complex Analysis For Mathematics And Engineering Presents A Comprehensive, Student-Friendly Introduction To Complex Analysis Concepts. Its Clear, Concise Writing Style And Numerous Applications Make The Foundations Of The Subject Matter Easily Accessible To Students. Believing That Mathematicians, Engineers, And Scientists Should Be Exposed To A Careful Presentation Of Mathematics, The Authors Devote Attention To Important Topics, Such As Ensuring That Required Assumptions Are Met Before Using A Theorem, Confirming That Algebraic Operations Are Valid, And Checking That Formulas Are Not Blindly Applied. A New Chapter On Z-Transforms And Applications Provides Students With A Current Look At Digital Filter Design And Signal Processing.
- Sales Rank: #967715 in Books
- Brand: Brand: Jones Bartlett Pub
- Published on: 2006-01-09
- Original language: English
- Number of items: 1
- Dimensions: 9.25" h x 7.50" w x 1.50" l, 2.84 pounds
- Binding: Hardcover
- 608 pages
- Used Book in Good Condition
Most helpful customer reviews
19 of 20 people found the following review helpful.
EXCELLENT BOOK ON COMPLEX ANALYSIS
By reader
This is the finest book I have seen in complex analysis. The book that my class was using sucked so bad, I could not get anything from it. It was written in such an advanced manner, as if the student is studying his Phd in math. I thought I'm going to flunk the class, until i purchased this book! This book turned out to be a lifesaver for me. The author does a brilliant job in explaining complex analysis. Anyone who has never ever studied complex analysis and just has a background in basic calculus, will master this field simply by studying this book. Well done job!
6 of 6 people found the following review helpful.
Helpful Book
By LifeLongLearner
As a self-learner, I was looking for a self-contained book that would teach the fundamentals of complex analysis in a straight-forward manner without getting bogged down with a lot of advanced level mathematical jargon and proofs on every page. I was also looking for a book that would show how complex analysis is applied to various physical problems. I found all of this nicely packaged in this book. The explanations for the various topics were clear, with a lot of geometrical interpretations so that you could picture what was being discussed. I found the coverage of Riemann surfaces to be a good example of this approach. There are plenty of worked examples to help deepen your understanding of the material. The problems at the end of each chapter were not extremely difficult, yet helped to reinforce or extend the chapter's concepts. For a self-learner, this is a helpful approach. It not only builds understanding, but self-confidence. I found out about this book after trying to learn complex analysis with McMahon's book Complex Variables Demystified. I lost confidence in the ability of McMahon's book to provide clear explanations of the topics after discovering all of the serious errors contained within. When I worked through the problems and text, I never knew if any of the wrong answers that I obtained were due to my lack of understanding of the topic, or due to the errors in the book. I had to turn to the internet for clearer explanations, and found the website complement to this book. I was impressed with the website, so bought the book. I was not disappointed.
7 of 8 people found the following review helpful.
Get your feet slightly damp in analysis
By James Jackson
This book is a great way to ease into some more advanced topics in mathematics. For instance, within the first chapter you start to study topology of the complex field (mappings of sets of points, bounded sets, domains, etc). Of course none of this can be done until you establish the complex number system in terms of R which we are familiar with, and defining the arithmetic options and such. The construction of the complex field in terms of R and continually building off this idea the entire book was very fun and intuitive. It is a great help to read the semester before you take a more rigorous course in analysis, because it will give you a peak at its subtleties without beating you over the head with them.
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