Aninvestigation Of Winding Number Of A Closed Planar Curve

W. Obeng-Denteh, Nicholas Tetteh Ofoe
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Abstract

This paper examines winding number of a closed planar curve through various aspects. It is related to a range on an arc in the complex plane and a point not in the range. Functions of such natures are considered to be continuous real-valued functions. Conclusion was drawn by naming a number of areas of applications.
平面封闭曲线圈数的研究
本文从多个方面考察了平面封闭曲线的圈数。它与复平面上弧上的范围和不在范围内的点有关。具有这种性质的函数被认为是连续实值函数。通过列举一些应用领域得出结论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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