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Introduction To The Calculus Of Variations by William Elwood Byerly



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About this book :-
This is an old but important math book that explains the basic ideas of the calculus of variations. it focuses on classical problems like finding curves and surfaces that minimize certain quantities such as the shortest path or least action. The book introduces key concepts like the Euler-Lagrange equation and works through examples rooted in physics and geometry. It includes many examples from physics and geometry. It's still a valuable resource for students and readers interested in the historical and classical development of variational methods in mathematics. The book is best for the engineer or the physicist and for the student of pure mathematics.

Book Detail :-
This book has following details information.
Title: Introduction To The Calculus Of Variations by William Elwood Byerly
Publisher: Cambridge Harvard Universtiy Press
Year: 1917
Pages: 470
Type: PDF
Language: English
ISBN-10 #: 1164824333
ISBN-13 #: 978-1164824336
License: N\A
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About Author :-
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Book Contents :-
This book has following table of contents.
1. INTRODUCTION 2. DIFFERENTIATION OF ALGEBRAIC FUNCTIONS. GENERAL THEOREMS 3. APPLICATIONS 4. INFINITESIMALS AND DIFFERENTIALS 5. TRIGONOMETRIC FUNCTIONS 6. LOGARITHMS AND EXPONENTIALS 7. APPLICATIONS 8. THE INVERSE TRIGONOMETRIC FUNCTIONS 9. INTEGRATION 10. CURVATURE. EVOLUTES 11. THE CYCLOID 12. DEFINITE INTEGRALS 13. MECHANICS 14. INFINITE SERIES 15. PARTIAL DIFFERENTIATION

Note :-
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