Aninvestigation Of Winding Number Of A Closed Planar Curve

William  Obeng-Denteh; Nicholas  Tetteh Ofoe

doi:10.4314/gjpas.v28i2.6

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Published:

Oct 22, 2022

DOI:

10.4314/gjpas.v28i2.6

Keywords:

winding number, plane, closed curve, loops, homotopy, rotation, continuous deformation

Issue

Vol. 28 No. 2 (2022)

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Articles

Author Biographies

William Obeng-Denteh

Department of Mathematics, Kwame Nkrumah University of Science and Technology,

Private Mail Bag-Kumasi, Ghana.

Nicholas Tetteh Ofoe

Department of Mathematics, Kwame Nkrumah University of Science and Technology,

Private Mail Bag-Kumasi, Ghana

William Obeng-Denteh

Nicholas Tetteh Ofoe

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.

Global Journal of Pure and Applied Sciences
Journal / Global Journal of Pure and Applied Sciences / Vol. 28 No. 2 (2022) / Articles

Published:

DOI:

Keywords:

William Obeng-Denteh

Nicholas Tetteh Ofoe

Aninvestigation Of Winding Number Of A Closed Planar Curve

William Obeng-Denteh

Nicholas Tetteh Ofoe

Abstract

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DOI:

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Article Details

William Obeng-Denteh

Nicholas Tetteh Ofoe

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William Obeng-Denteh

Nicholas Tetteh Ofoe

Abstract

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