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Table of Contents
- Cover
- Title
- Copyright
- CONTENTS
- Preface
- Acknowledgments
- Dedication
- 1 Brownian Motion
- 1.1 Random Walk
- 1.2 Polymer as a Simple Random Walk
- 1.3 Direct Calculation of p(R)
- 1.4 The Langevin Approach
- 1.5 Correlation Functions
- 1.6 Barrier Crossing
- 1.7 What is Equilibrium?
- 2 Statics of DNA Deformations
- 2.1 Introduction
- 2.2 DNA Melting
- 2.3 Zipper Model
- 2.4 Experimental Melting Curves
- 2.5 Base Pairing and Base Stacking as Separate Degrees of Freedom
- 2.6 Hamiltonian Formulation of the Zipper Model
- 2.7 2 × 2Model: Cooperativity from Local Rules
- 2.8 Nearest Neighbor Model
- 2.9 Connection to Nonlinear Dynamics
- 2.10 Linear and Nonlinear Elasticity of DNA
- 2.11 Bending Modulus and Persistence Length
- 2.12 Measurements of DNA Elasticity: Long Molecules
- 2.13 Measurements of DNA Elasticity: Short Molecules
- 2.14 The Euler Instability
- 2.15 The DNA Yield Transition
- 3 Kinematics of Enzyme Action
- 3.1 Introduction
- 3.2 Michaelis–Menten Kinetics
- 3.3 The Method of the DNA Springs
- 3.4 Force and Elastic Energy in the Enzyme—DNA Chimeras
- 3.5 Injection of Elastic Energy vs. Activity Modulation
- 3.6 Connection to Nonlinear Dynamics: Two Coupled Nonlinear Springs
- 4 Dynamics of Enzyme Action
- 4.1 Introduction
- 4.2 Enzymes are Viscoelastic
- 4.3 Nonlinearity of the Enzyme’s Mechanics
- 4.4 Timescales
- 4.5 Enzymatic Cycle and Viscoelasticity: Motors
- 4.6 Internal Dissipation
- 4.7 Origin of the Restoring Force g
- 4.8 Models Based on Chemical Kinetics (Fisher and Kolomeisky, 1999)
- 4.9 Different Levels of Microscopic Description
- 4.10 Connection to Information Flow
- 4.11 Normal Mode Analysis
- 4.12 Many States of the Folded Protein: Spectroscopy
- 4.13 Interesting Topics in Nonequilibrium Thermodynamics Relating to Enzyme Dynamics
- Bibliography
- Chapter 1: Brownian Motion
- Chapter 2: Statics of DNA Deformations
- Chapter 3: Kinematics of Enzyme Action
- Chapter 4: Dynamics of Enzyme Action
- Index
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