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Topology and Geometry in Polymer Science

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Cover of 'Topology and Geometry in Polymer Science'

Table of Contents

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    Book Overview
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    Chapter 1 Entanglements of Polymers
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    Chapter 2 Entropic Exponents of Knotted Lattice Polygons
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    Chapter 3 The Torsion of Three-Dimensional Random Walk *
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    Chapter 4 Self-Repelling Knots and Local Energy Minima
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    Chapter 5 Properties of Knot Energies
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    Chapter 6 Energy and Thickness of Knots *
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    Chapter 7 On Distortion and Thickness of Knots *
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    Chapter 8 Percolation of Linked Circles
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    Chapter 9 Minimal Links in the Cubic Lattice
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    Chapter 10 Knots in Graphs in Subsets of Z 3
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    Chapter 11 Topological Entanglement Complexity of Polymer Chains in Confined Geometries
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    Chapter 12 Survey of Self-Avoiding Random Surfaces on Cubic Lattices: Issues, Controversies, and Results *
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    Chapter 13 Computational Methods in Random Surface Simulation
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    Chapter 14 A Model of Lattice Vesicles
Attention for Chapter 2: Entropic Exponents of Knotted Lattice Polygons
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