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The Development of the Action Principle

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Cover of 'The Development of the Action Principle'

Table of Contents

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    Book Overview
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    Chapter 1 Curva Elastica
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    Chapter 2 The Curva Elastica, a Curve of Least Energy
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    Chapter 3 From Euler to Lagrange
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    Chapter 4 Laplace and the Capillary—1807
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    Chapter 5 A Final Application in Elasticity with Jacobi Elliptic Functions
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    Chapter 6 Short List of Jacobi Elliptic Functions and Constants Used in Chap. 5
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    Chapter 7 Variational Methods for Periodic Motions; Mathieu Functions
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    Chapter 8 Lagrangian for Isentropic Irrotational Flow
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    Chapter 9 Action Principle in Classical Electrodynamics
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    Chapter 10 The Two Giants in Gravity: Einstein and Hilbert
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    Chapter 11 The Quantum Action Principle
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    Chapter 12 The Action Principle in Quantum Field Theory
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    Chapter 13 Quantum Field Theory on Space-Like Hypersurfaces
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    Chapter 14 Lagrangian Formulation of Gauge Theories
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    Chapter 15 Effective Actions (Lagrangians) in Quantum Field Theory
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    Chapter 16 Modified Photon Propagation Function, Source Theory
Attention for Chapter 5: A Final Application in Elasticity with Jacobi Elliptic Functions
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