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Date: 13-6-2018
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Date: 11-6-2018
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Date: 11-6-2018
660
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The harmonic conjugate to a given function is a function such that
is complex differentiable (i.e., satisfies the Cauchy-Riemann equations). It is given by
where , , and is a constant of integration.
Note that is a closed form since is harmonic, . The line integral is well-defined on a simply connected domain because it is closed. However, on a domain which is not simply connected (such as the punctured disk), the harmonic conjugate may not exist.
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5 علامات تحذيرية قد تدل على "مشكل خطير" في الكبد
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تستخدم لأول مرة... مستشفى الإمام زين العابدين (ع) التابع للعتبة الحسينية يعتمد تقنيات حديثة في تثبيت الكسور المعقدة
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