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Complex variables: harmonic and analytic functions, by Francis J Flanigan
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- Sales Rank: #4975227 in Books
- Published on: 1972
- Number of items: 1
- Binding: Hardcover
- 353 pages
Most helpful customer reviews
4 of 5 people found the following review helpful.
A GODSEND! AWESOME!
By A Reader
Check this sentence from the preface:
"The Cauchy Integral Theorem is thereby an easy consequence of Green's Theorem and the Cauchy-Riemann equations. Goursat's remarkable deepening of the Integral Theorem is discussed, but is not proved."
Such an upfront motivation of physicality in Complex Variables or Analysis is more than a rare find, it can only be justly defined as heavensent. A gift from the gods! This miraculous text absolutely deserves its many 5 star reviews. (other readers should still figure out the previous text that has an even clearer presenation of the physical foundations than Flanigan [to think i gave it 3 stars!])
Perhaps the most Physically Intuitive text on Complex Variables Ever (here's the first full paragraph): "We examine the the geography of the xy-plane. Some of this will be familiar from basic calculus (for example, distance between points), some may be new to you (for example, the important notion of 'domain'). We must also consider curves in the plane."
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