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The domains of complex functions are regions in \({\mathbb C}\) . The analogue of real integration in the complex plane is integration along curves in the domain. The complex integration of a function f along a curve \(\gamma \) is analogous to the real vectorial curve integral.

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Complex Integration

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  • 发表日期：

    2026年

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  • Christian Karpfinger

摘要

The domains of complex functions are regions in \({\mathbb C}\) . The analogue of real integration in the complex plane is integration along curves in the domain. The complex integration of a function f along a curve \(\gamma \) is analogous to the real vectorial curve integral.