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Krishna's - Calculus of Variations, 3rd Edition by , is a nonfiction available to read on EtoBox.

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CONTENTS- CALCULUS OF VARIATIONS,Chapter 1: Variational Problems with Fixed Boundaries1.1 Calculus of Variation1.2 Functionals1.3 Extremal1.4 Euler's Equation1.5 Other Form of Euler's Equation1.6 Solutions of Euler's Equation1.7 Particular Cases of Euler's Equation1.8 Geodesics1.9 Functional Dependent on Higher Derivatives1.10 Functional for Several Dependent Variable1.11 Functionals Dependent on Several Independent Variables1.12 Isoperimetric Problems1.13 Invariance of Euler's Equation under Co-ordinate TransformationChapter 2: Variational Problems with Moving Boundaries2.1 Introduction2.2 Transversality Conditions2.3 Orthogonality Conditions2.4 Variational Problem with a Moving Boundary for a Functional Dependent on Two Functions2.5 One Sided VariationsChapter 3: Sufficient Conditions for an Extremum3.1 Definitions3.2 Jacobi Condition3.3 Sufficient Condition for Extremum (Legendre Condition)3.4 Weak and Strong Extremum3.5 Application of the Calculus of Variation3.6 Hamilton's Principle3.7 Lagrangian of a System3.8 Lagrange's Equation3.9 Hamiltonian3.10 Hamilton's Canonical Equation of Motion3.11 Principal of Least ActionChapter 4: Variational Method for Boundary Value Problems4.1

Who reads Krishna's - Calculus of Variations, 3rd Edition?

Author

,

Published

2021

Language

EN

Category

nonfiction

Subjects

Mathematics, Mathematical Theory, Stem