Complex Variables and ApplicationsContents  Complex Numbers; Analytic Functions; Elementary Functions; Integrals; Series; Residues and Poles; Applications of Residues; Mapping by Elementary Functions; Conformal Mapping; Applications of Conformal Mapping; The Schwarz  Christoffel Transformation; Integral Formulas of the Poisson Type. 
From inside the book
Try this search over all volumes: polygon
Results 10 of 0
What people are saying  Write a review
User ratings
5 stars 
 
4 stars 
 
3 stars 
 
2 stars 
 
1 star 

Review: Complex Variables and Applications
User Review  Abbey  Goodreadsnot too bad overall, but I found myself looking for other texts to see if they explained concepts better quite a bit. needed clearer explanations in places. Read full review
Review: Complex Variables and Applications
User Review  Goodreadsnot too bad overall, but I found myself looking for other texts to see if they explained concepts better quite a bit. needed clearer explanations in places. Read full review
Contents
Analytic Functions  33 
Elementary Functions  87 
Integrals  111 
Copyright  
10 other sections not shown
Common terms and phrases
analytic function angle antiderivative arctan Boundary Value Problems calculus Cauchy CauchyGoursat theorem CauchyRiemann equations coefficients complex variable constant continuous converges corresponding cosh counterclockwise curve defined denote Dirichlet problem disk domain of definition evaluate EXAMPLE Exercise exists expression FIGURE finite number flow follows function f(z half plane harmonic conjugate harmonic function Hence imaginary improper integrals inequality integral formula integrand inverse iv(x Laurent series lemma limit line segment linear fractional transformation Maclaurin series mapping multiplevalued nonzero complex number Note nth roots obtained origin parametric representation partial derivatives point z0 pole of order polygon polynomial positive number power series quadrant real axis real numbers region residue result Riemann surface roots satisfies series representation shown in Fig simple closed contour sinh square strip Suppose Taylor series temperature theorem in Sec upper half vector verify write written xy plane zero