Analysis of Stokes’ Theorem on Differentiable Manifolds

Please use this identifier to cite or link to this item: https://repository.sustech.edu/handle/123456789/12981

Title:	Analysis of Stokes’ Theorem on Differentiable Manifolds
Other Titles:	تحليل نظرية ستوكس على متعدد الطيات التفاضلية
Authors:	IBRAHIM, NUSAIBA IBRAHIM MOHAMED Supervisor -, EMAD ELDEEN ABDALLAH ABDELRAHIM
Keywords:	Mathematics Stokes theory analysis Multi-differential folds
Issue Date:	10-Feb-2016
Publisher:	Sudan University of Science and Technology
Citation:	IBRAHIM , NUSAIBA IBRAHIM MOHAMED . Analysis of Stokes’ Theorem on Differentiable Manifolds / NUSAIBA IBRAHIM MOHAMED IBRAHIM ; EMAD ELDEEN ABDALLAH ABDELRAHIM .- Khartoum: Sudan University of Science and Technology, College of Science, 2016 .-143p. :ill. ;28cm .-M.Sc.
Abstract:	In this research, we deal with three forms of Stokes’ theorem. The version known to Stokes’ appears in the last chapter, along with its inseparable companions, Green’s theorem and the Divergence theorem. We discuss how these three theorems can be derived from the modern Stokes theorem, which appears in chapter (4), with some applications on oriented manifolds with boundary. In addition to applications of Maxwell’s field equations.
Description:	Thesis
URI:	http://repository.sustech.edu/handle/123456789/12981
Appears in Collections:	Masters Dissertations : Science

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