Macromolecules in Solution and Brownian Relativity

Cover

Macromolecules in Solution and Brownian Relativity

Copyright page

TOC$Contents

Foreword

CH$Chapter 1. Classical and Relativistic Mechanics

1. Historical Summary

2. Analytical Mechanics

3. Special Relativity

4. Relativistic Mechanics

5. General Relativity

6. Particular Solutions and Reference Frames

Appendix A

Readings

CH$Chapter 2. The Special Theory of Brownian Relativity

1. Brownian Motion and Diffusion (Notes)

2. Postulates of Brownian Relativity: Ideal Polymer and Universality

3. Real Polymer in a Minkowskian Fluid

Readings

CH$Chapter 3. The General Theory of Brownian Relativity

1. Geometric Approach to Polymers in Solution

2. Statistical Gauge and Electromagnetic Analogy

3. Outlook and Notes

Readings

CH$Chapter 4. The Covariant Scaling of Probability

1. Vineyard's Van Hove Distribution Function

2. From Molecule to Macromolecule: True Self-Avoiding Walk Polymer

3. From Macromolecule to Molecule: Turbulence in Liquids

Readings

CH$Chapter 5. Fundamental Ideas for a Shape Mechanics

1. Brownian Simultaneity and Uncertainty Relation

2. Lorentz-Poincaré Transformation: A Toy Model for Geometry

3. The Static Uncertainty Relation

4. Materiality and Geometry of Energy

5. n-Molecular Systems and Pairwise Potential

6. The Shape-Mechanical Issue

7. Outlook and Notes

Readings

IDX$Subject Index