Visual Complex Analysis
This radical first course on complex analysis brings a beautiful and powerful subject to life by consistently using geometry (not calculation) as the means of explanation. Aimed at undergraduate students in mathematics, physics, and engineering, the book's intuitive explanations, lack of advanced prerequisites, and consciously user-friendly prose style will help students to master the subject more readily than was previously possible. The key to this is the book's use of new geometric arguments in place of the standard calculational ones. These geometric arguments are communicated with the aid of hundreds of diagrams of a standard seldom encountered in mathematical works. A new approach to a classical topic, this work will be of interest to students in mathematics, physics, and engineering, as well as to professionals in these fields.
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Review: Visual Complex AnalysisUser Review - Goodreads
Very unique take on complex analysis. This is a great read for a physicist. That is, it is seriously lacking in mathematical rigor. I would recommend this to anyone who wants to develop an intuitive ...
Review: Visual Complex AnalysisUser Review - Amar Pai - Goodreads
Really great book... the closest I've come to actually 'getting' complex analysis. Basic operations like complex multiplication are clearly explained in terms of vector diagrams. Hyperbolic geometry ... Read full review
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A First Course in Complex Analysis with Applications
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Geometry and Complex Arithmetic
Transformations and Euclidean Geometry
Complex Functions as Transformations
The Exponential Function
Winding Numbers and Topology
Polynomials and the Argument Principle
The Generalized Argument Principle
The Complex Integral
The togarithm Function
Mobius Transformations and Inversion
Three Illustrative Applications of Inversion
Mobius Transformations as Matrices
Visualization and Classification
Decomposition into 2 or 4 Reflections
The Amplitwist Concept
An Intimation of Rigidity
Polynomials Power Series and Rational Func
VIM Geometric Solution of E E
The Exponential Mapping
The General Formula of Contour Integration
Cauchys Formula and Its Applications
Calculus of Residues
Annular taurent Series
Physics and Topology
Winding Numbers and Vector Fields
Flows on Closed Surfaces
Complex Integration in Terms of Vector Fields
The Complex Potential
The Complex Curvature Revisited
Flow Around an Obstacle
The Physics of Riemanns Mapping Theorem
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Visual Complex Analysis
A review of "Visual Complex Analysis" by Tristan Needham, Oxford University Press, 1997, $55.00. Written for www.amazon.com. Arun Kumar (email@example.com) ...
www.kahany.com/ writing/ 0998vca.html
"Visual Complex Analysis" Home Page
There are other possibilities—one very fine recent example of mathematical graphics at a high level is Needham’s Visual Complex Analysis, which used quite ...
Visual Complex Analysis - Needham
Visual Complex Analysis - Needham Science Book Reviews.
JSTOR: Visual Complex Analysis
Visual complex analysis, by Tristan Needham. Pp. 592. $32.95. 1997. ISBN 0 19 853447 7 (Oxford: Clarendon Press). When some reviewers say a book is good ...
Tristan Needham - Wikipedia, the free encyclopedia
Visual Complex Analysis. The Clarendon Press, Oxford University Press, New York, 1997. ... 570: "Visual complex analysis will show you the field of complex ...
en.wikipedia.org/ wiki/ Tristan_Needham
Needham T. Visual Complex Analysis (Oxford, 1997)(O)(T)(C)(612s ...
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Geometry.Net - pure_and_applied_math: Complex Analysis
I was delighted when I came across Visual complex analysis. In October 1997 Visual complex analysis received First Prize in the National Jesuit Book ...
www5.geometry.net/ detail/ pure_and_applied_math/ complex_analysis_page_no_2.html
Visual Complex Analysis ~ Tristan Needham Oxford University Press Tristan Needham. Schaum's Outline of Complex Variables (Schaum's Outline) ~ Murray R. ...
INTERACTIVE VISUALIZATION IN COMPLEX ANALYSIS ABSTRACT
Needham's recent text "Visual Complex Analysis" clearly demonstrates the power of a ... book “Visual Complex Analysis” by T. Needham  has much further ...
www.math.uoc.gr/ ~ictm2/ Proceedings/ pap286.pdf
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