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Geometry, Mechanics, and Dynamics

Overview of attention for book
Cover of 'Geometry, Mechanics, and Dynamics'

Table of Contents

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    Book Overview
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    Chapter 1 Some Open Problems in Elasticity
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    Chapter 2 Finite Elastoplasticity Lie Groups and Geodesics on SL( d )
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    Chapter 3 Asynchronous Variational Integrators
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    Chapter 4 Euler-Poincaré Dynamics of Perfect Complex Fluids
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    Chapter 5 The Lagrangian Averaged Euler (LAE-α) Equations with Free-Slip or Mixed Boundary Conditions
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    Chapter 6 Nearly Inviscid Faraday Waves
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    Chapter 7 The Variational Multiscale Formulation of LES with Application to Turbulent Channel Flows
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    Chapter 8 Patterns of Oscillation in Coupled Cell Systems
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    Chapter 9 Simple Choreographic Motions of N Bodies: A Preliminary Study
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    Chapter 10 On Normal Form Computations
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    Chapter 11 The Optimal Momentum Map
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    Chapter 12 Combinatorial Formulas for Products of Thom Classes
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    Chapter 13 Gauge Theory of Small Vibrations in Polyatomic Molecules
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    Chapter 14 Symmetries, Conservation Laws, and Control
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    Chapter 15 Conformal Volume Collapse of 3-Manifolds and the Reduced Einstein Flow
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    Chapter 16 On Quantizing Semisimple Basic Algebras, I: sl(2, R )
Attention for Chapter 11: The Optimal Momentum Map
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