LAGRANGE''S METHOD IN THEORY OF DIOPHANTINE EQUATIONS - Mincheva, Tanya
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The introduction and the examination of the term derivative is a revolutionary moment in the history of mathematics. Due to this reason we pose the question: Which is the respective interpretation of this term in Number Theory ? This monograph answers that question. It also contains basic ideas from Theory of Differential Equations. In the first place, this is the Lagrange's Method. Integer interpretations of basic theorems from Real Analysis have been examined. After all this, we have the opportunity to offer a proof of Fermat's Last Theorem and some immediate generalizations. The author is married and has three children.…mehr

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Produktbeschreibung
The introduction and the examination of the term derivative is a revolutionary moment in the history of mathematics. Due to this reason we pose the question: Which is the respective interpretation of this term in Number Theory ? This monograph answers that question. It also contains basic ideas from Theory of Differential Equations. In the first place, this is the Lagrange's Method. Integer interpretations of basic theorems from Real Analysis have been examined. After all this, we have the opportunity to offer a proof of Fermat's Last Theorem and some immediate generalizations. The author is married and has three children.
Autorenporträt
Tanya MinchevaThe author of this book is the Bulgarian Tanya Kirilova Mincheva. She has studied Mathematics at Sofia University "St.Kliment Ohridski". She was a long time university Lecturer at the University of Economics. Her scientific interests are in Number theory, Mathematical modeling of economic processes and problems in Operation research.