Rugged Free Energy Landscapes : Common Computational Approaches to Spin Glasses, Structural Glasses and Biological Macromolecules

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Format: Hardcover
Pub. Date: 2008-01-03
Publisher(s): Springer Verlag
List Price: $109.00

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Summary

This collection of lectures and tutorial reviews by renowned experts focusses on the common computational approaches in use to unravel the static and dynamical behaviour of complex physical systems at the interface of physics, chemistry and biology. Paradigmatic examples of condensed matter physics are spin and structural glasses and protein folding, as well as their aggregation and adsorption to hard and soft surfaces, in physico-chemical biology. Among the most prominent joint key features of the systems considered in this volume are rugged free-energy landscapes. These generate metastability and are often responsible for very slow dynamics allowing for the system to be trapped in one of the many available local minima. The challenge set forth by the authors of this volume is to provide a common basis and technical language for the (computational) technology transfer between the fields and systems considered.

Table of Contents

Rugged Free-Energy Landscapes - An Introductionp. 1
Referencesp. 6
Spin Glasses
Some Aspects of Infinite-Range Models of Spin Glasses: Theory and Numerical Simulationsp. 11
Introductionp. 12
The Sherrington-Kirkpatrick Modelp. 14
Simulations Techniquesp. 29
Finite-Size Effects for the Free Energy and the Internal Energyp. 36
Conclusionsp. 43
Referencesp. 44
The Potts Glass Model: A Scenario for the Freezing Transition of Structural Glasses?p. 47
Introduction: A Brief Survey of Experimental Facts and Theoretical Ideas on Glass Transitionsp. 47
The p-State Potts Glass and Its Properties in the Thermodynamic Limit for Infinite-Range Interactionsp. 51
Monte Carlo Results for the 10-State Mean-Field Potts Glass: Static Propertiesp. 54
Finite-Size Scaling for the "Dynamic Transition" of the Potts Glassp. 57
Monte Carlo Study of the Short-Range 10-State Potts Glass: Do all Transitions Disappear?p. 60
Concluding Discussion: What have we Learned about Glass Transitions?p. 62
Referencesp. 64
Domain Walls, Droplets and Barriers in Two-Dimensional Ising Spin Glassesp. 67
Experimental Realizationsp. 68
Modelsp. 72
Ground States of Two-Dimensional Spin Glassesp. 76
Droplets and Domain Wallsp. 88
Energy Barriersp. 96
Referencesp. 104
Local Scale-Invariance in Disordered Systemsp. 107
Introductionp. 107
Local Scale-Invariance Without Disorderp. 115
Disordered Ferromagnetsp. 123
Critical Ising Spin Glassesp. 131
Discussionp. 141
Note Added in Proofp. 143
Referencesp. 143
Structural Glasses
Transport of Mobile Particles in an Immobile Environment: Computer Simulations of Sodium Silicatesp. 149
Introductionp. 149
Model and Details of the Simulationp. 151
The Structure of Sodium Silicatesp. 153
Channel Diffusionp. 161
Mode-Coupling Theoryp. 165
Conclusionsp. 169
Referencesp. 170
The Gonihedric Ising Model and Glassinessp. 173
(Pre-)History of the Modelp. 173
Equilibrium Behaviour, by Various Meansp. 178
Non-equilibrium Behaviour, Mostly by Monte Carlo Simulationsp. 184
Variations on the Glassy and Gonihedric Themesp. 195
Endpiecep. 196
Referencesp. 197
Protein Folding
Thermodynamics of Protein Folding from Coarse-Grained Models' Perspectivesp. 203
Introductionp. 203
Why Coarse-Graining?p. 206
The Hydrophobic-Polar Lattice Protein Modelp. 207
Going Off-Lattice: Folding Behavior of Heteropolymers in the AB Continuum Modelp. 234
Peptide Aggregationp. 240
Summaryp. 242
Referencesp. 244
Exact Energy Landscapes of Proteins Using a Coarse-Grained Modelp. 247
Introductionp. 247
Structural Discretizationp. 249
Fragmentation of Protein Structuresp. 251
Energy Functionp. 252
Branch and Boundp. 256
Resultsp. 258
Summaryp. 267
Referencesp. 267
Protein Folding, Unfolding and Aggregation Studied Using an All-Atom Model with a Simplified Interaction Potentialp. 269
Introductionp. 269
Model and Methodsp. 271
Resultsp. 274
Summaryp. 288
Referencesp. 289
All-Atom Simulations of Proteinsp. 293
Introductionp. 293
Energy Landscape Pavingp. 295
Parallel Temperingp. 297
Multicanonical Samplingp. 301
Other Generalized-Ensemble Techniquesp. 303
Helix Versus Sheet Formationp. 304
Structure Predictions of Small Proteinsp. 307
Conclusionsp. 312
Referencesp. 312
Algorithmic Developments
Markov Chain Monte Carlo Methods for Simulations of Biomoleculesp. 317
Introductionp. 317
Markov Chain Monte Carlop. 318
Statistical Errors of MCMC Datap. 326
Generalized Ensembles for MCMC Simulationsp. 332
Biased Markov Chain Monte Carlop. 341
Conclusions and Outlookp. 348
Referencesp. 349
A Different Approach to Monte Carlo Simulations in Systems with Complex Free-Energy Landscapesp. 353
Introductionp. 353
Methodp. 354
Applicationsp. 359
Conclusionsp. 367
Referencesp. 367
Generalized-Ensemble Algorithms for Protein Folding Simulationsp. 369
Introductionp. 369
Generalized-Ensemble Algorithmsp. 372
Simulation Resultsp. 396
Conclusionsp. 402
Referencesp. 403
Indexp. 409
Table of Contents provided by Ingram. All Rights Reserved.

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