Please use this identifier to cite or link to this item: http://dspace.iua.edu.sd/handle/123456789/3931
Title: EIGENVALUES OF SYMMETRIC MATRICES
Authors: Fatima Mohammed Ahmed Alemam
Keywords: MATHEMATICS
Issue Date: 2017
Citation: International University of Africa - Dean of Graduate Studies & Scientific Research & Publication - Faculty of Pharmacy
Abstract: This project is concerned with the solution of eigenvalues of symmetric Matrices. The basic concept are defined, the using of eigenvalues and their properties with simple examples are explained numerically. This project also included some theories of eigenvector and eigenvalues. Jacob’s method in explained as an application of the eigenvalues in symmetric matrices. A MATLAB function implements the method and results have been obtained.
URI: http://dspace.iua.edu.sd/handle/123456789/3931
Appears in Collections:أطروحات الماجستير

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