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  • Herbert Amann; Joachim Escher
    978-3-7643-7478-5
    2008
    Edition 1
    • Cauchy’s integral theorems and the theory of holomorphic functions including the homological version of the residue theorem are derived as an application of the theory of line integrals
    • In addition to the calculation of important definite integrals which appear in Mathematics and in Physics, theoretic properties of the Gamma function and Riemann’s Zeta function are explored
    • Numerous examples with varying degrees of difficulty and many informative figures
    • Includes supplementary material: sn.pub/extras

    €170

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