Matrix polynomials and equations
The primary intent of this thesis is to uncover the presence of matrices in polynomials and also to demonstrate that wherever there are vast numbers of interlocking relationships that must be handled, it is reasonable to guess that matrices will appear on the scene and lend their strength to facilit...
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ndltd-auctr.edu-oai-digitalcommons.auctr.edu-dissertations-47442016-11-18T03:01:19Z Matrix polynomials and equations Olawuyi, Paul O. The primary intent of this thesis is to uncover the presence of matrices in polynomials and also to demonstrate that wherever there are vast numbers of interlocking relationships that must be handled, it is reasonable to guess that matrices will appear on the scene and lend their strength to facilitate the process. Most important of all, I seriously expose this omnipresent ability of matrices in polynomials and matrix equations. Matrix polynomials and equations are, in the main, a part of algebra, but it has become increasingly clear that they possess a utility that extends beyond the domain of algebra into other regions of mathematics. More than this, we have discovered that they are exactly the means necessary for expressing many ideas of applied mathematics. My thesis illustrates this for polynomials and equations of matrices. 1980-08-01T07:00:00Z text application/pdf http://digitalcommons.auctr.edu/dissertations/3225 http://digitalcommons.auctr.edu/cgi/viewcontent.cgi?article=4744&context=dissertations ETD Collection for AUC Robert W. Woodruff Library DigitalCommons@Robert W. Woodruff Library, Atlanta University Center matrix polynomials equations Mathematics |
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matrix polynomials equations Mathematics |
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matrix polynomials equations Mathematics Olawuyi, Paul O. Matrix polynomials and equations |
description |
The primary intent of this thesis is to uncover the presence of matrices in polynomials and also to demonstrate that wherever there are vast numbers of interlocking relationships that must be handled, it is reasonable to guess that matrices will appear on the scene and lend their strength to facilitate the process. Most important of all, I seriously expose this omnipresent ability of matrices in polynomials and matrix equations. Matrix polynomials and equations are, in the main, a part of algebra, but it has become increasingly clear that they possess a utility that extends beyond the domain of algebra into other regions of mathematics. More than this, we have discovered that they are exactly the means necessary for expressing many ideas of applied mathematics. My thesis illustrates this for polynomials and equations of matrices. |
author |
Olawuyi, Paul O. |
author_facet |
Olawuyi, Paul O. |
author_sort |
Olawuyi, Paul O. |
title |
Matrix polynomials and equations |
title_short |
Matrix polynomials and equations |
title_full |
Matrix polynomials and equations |
title_fullStr |
Matrix polynomials and equations |
title_full_unstemmed |
Matrix polynomials and equations |
title_sort |
matrix polynomials and equations |
publisher |
DigitalCommons@Robert W. Woodruff Library, Atlanta University Center |
publishDate |
1980 |
url |
http://digitalcommons.auctr.edu/dissertations/3225 http://digitalcommons.auctr.edu/cgi/viewcontent.cgi?article=4744&context=dissertations |
work_keys_str_mv |
AT olawuyipaulo matrixpolynomialsandequations |
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1718393130296803328 |