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Analysis II pp 279-385 | Cite as

Line integrals

Abstract

In this chapter, we return to the theory of integrating functions of a real variable. We will now consider integrals which are not only over intervals but also over continuously differentiable maps of intervals, namely, curves. We will see that this generalization of the integral has important and profound consequences.

Keywords

Holomorphic Function Meromorphic Function Laurent Series Line Integral Removable Singularity 
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Copyright information

© Birkhäuser Verlag 1999

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