Dynamics and Stability of Motion of Shock and Hybrid Systems

Stability: Elements of the Theory and Applications with Examples

Engineering Mathematics

Proceedings of the conference Contemporary Mathematics in Kielce 2020, February 24-27 2021

TBILISI  -  MATHEMATICS

An Introduction to Calculus of variations and Integral Equations

Applied Integral Equations

IMDIS

The 9th Annual International Seminar on Trends in Science and Science Education (AISTSSE) 2022

Mathematical Formulas and Scientific Data

Applied Numerical Methods Using MATLAB

Multivariable and Vector Calculus

Finite Element Analysis

Mathematics for Mechanical Engineers

Mathematical Modeling

Foundations of Mathematics

Flight Science

Algebra Essentials

<DIV align=justify>This textbook entitled "An introduction to Calculus of variations and Integral equations" is intended to study the extremals of different types of variational problems and methods of finding the explicit solutions of integral equations, where ever possible. The absence of methods of finding an exact solution is intended to study the properties of solutions of the given integral equations. This book contains a total of 07 chapters and two sections. section-I includes the calculus of variation, while section-II discusses the part of the Integral Equation. Section-I has been divided into four chapters, while section-II has been divided into 03 chapters. This book is based on the syllabi of the theory of Calculus of variations and Integral equations prescribed for postgraduate students of mathematics and applied mathematics in different institutions like N.I.T’s, I.I.T’s, and universities of India abroad. This book will be useful for competitive examinations as well.</DIV>

Chapter-2. Conditional Extremum-Isoperimetric Problem

Chapter-2. Conditional Extremum-Isoperimetric Problem

Frontmatter

{"title":{"xml:lang":"en","content":"Frontmatter"}}

PREFACE

{"title":{"xml:lang":"en","content":"PREFACE"}}

CONTENT

{"title":{"xml:lang":"en","content":"CONTENT"}}

Chapter-1. Introduction to variational calculus

Chapter-1. Introduction to variational calculus

{"title":{"xml:lang":"en","content":"Chapter-1. Introduction to variational calculus"}}

{"title":{"xml:lang":"en","content":"Chapter-2. Conditional Extremum-Isoperimetric Problem"}}

Chapter-3. Variational methods of Solving Ordinary differential equations

Chapter-3. Variational methods of Solving Ordinary differential equations

Chapter-4. Variational methods of Solving Partial differential equations

Chapter-4. Variational methods of Solving Partial differential equations

Chapter-5. Linear Integral Equation

{"title":{"xml:lang":"en","content":"Chapter-5. Linear Integral Equation"}}

Chapter-6. Eigen Values and Eigenfunctions

Chapter-6. Eigen Values and Eigenfunctions

{"title":{"xml:lang":"en","content":"Chapter-6. Eigen Values and Eigenfunctions"}}

Chapter-7. Volterra Integral Equation

{"title":{"xml:lang":"en","content":"Chapter-7. Volterra Integral Equation"}}

About the Author

{"title":{"xml:lang":"en","content":"About the Author"}}

Ramakanta Meher, PhD., Dep. of Math. , S.V. National Institute of Technology, Surat, Gujarat, India E-mail: meher_ramakanta@yahoo.com

This textbook entitled "An introduction to Calculus of variations and Integral equations" is intended to study the extremals of different types of variational problems and methods of finding the explicit solutions of integral equations, where ever possible. The absence of methods of finding an exact solution is intended to study the properties of solutions of the given integral equations. This book contains a total of 07 chapters and two sections. section-I includes the calculus of variation, while section-II discusses the part of the Integral Equation.

This textbook entitled "An introduction to Calculus of variations and Integral equations" is intended to study the extremals of different...

Chapter-2. Conditional Extremum-Isoperimetric Problem - An...

Title

Chapter-2. Conditional Extremum-Isoperimetric Problem

Polecane publikacje