On gaussian forms and ternary quadratic form matrices
This is an exposition of the first two sections of Chapter 6, The Polygonal Number Theorem of the book The Queen of Mathematics by W. S. Anglin. This book was published in 1995 by Kluwer Academic Publishers. The paper deals with positive definite quadratic forms in two and three variables also known...
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oai:animorepository.dlsu.edu.ph:etd_bachelors-179472022-02-03T02:26:15Z On gaussian forms and ternary quadratic form matrices Fabia, Joanna Monica S. This is an exposition of the first two sections of Chapter 6, The Polygonal Number Theorem of the book The Queen of Mathematics by W. S. Anglin. This book was published in 1995 by Kluwer Academic Publishers. The paper deals with positive definite quadratic forms in two and three variables also known as the gaussian forms and ternary quadratic forms respectively. It discusses on concepts and theorems regarding equivalence between gaussian forms and ternary quadratic forms, reduction of gaussian forms, important properties and results satisfied by gaussian forms, ternaries and their equivalent. The discussion focuses on some of the preliminary concepts and theorems needed in understanding the Cauchy's proof of Fermat's polygonal number conjecture. 2006-01-01T08:00:00Z text https://animorepository.dlsu.edu.ph/etd_bachelors/17434 Bachelor's Theses English Animo Repository Gaussian processes Ternary system |
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Gaussian processes Ternary system Fabia, Joanna Monica S. On gaussian forms and ternary quadratic form matrices |
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This is an exposition of the first two sections of Chapter 6, The Polygonal Number Theorem of the book The Queen of Mathematics by W. S. Anglin. This book was published in 1995 by Kluwer Academic Publishers. The paper deals with positive definite quadratic forms in two and three variables also known as the gaussian forms and ternary quadratic forms respectively. It discusses on concepts and theorems regarding equivalence between gaussian forms and ternary quadratic forms, reduction of gaussian forms, important properties and results satisfied by gaussian forms, ternaries and their equivalent. The discussion focuses on some of the preliminary concepts and theorems needed in understanding the Cauchy's proof of Fermat's polygonal number conjecture. |
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Fabia, Joanna Monica S. |
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Fabia, Joanna Monica S. |
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Fabia, Joanna Monica S. |
title |
On gaussian forms and ternary quadratic form matrices |
title_short |
On gaussian forms and ternary quadratic form matrices |
title_full |
On gaussian forms and ternary quadratic form matrices |
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On gaussian forms and ternary quadratic form matrices |
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On gaussian forms and ternary quadratic form matrices |
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on gaussian forms and ternary quadratic form matrices |
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Animo Repository |
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2006 |
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https://animorepository.dlsu.edu.ph/etd_bachelors/17434 |
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