
Rugged Free Energy Landscapes : Common Computational Approaches to Spin Glasses, Structural Glasses and Biological Macromolecules
by Janke, WolfhardRent Textbook
New Textbook
We're Sorry
Sold Out
Used Textbook
We're Sorry
Sold Out
eTextbook
We're Sorry
Not Available
How Marketplace Works:
- This item is offered by an independent seller and not shipped from our warehouse
- Item details like edition and cover design may differ from our description; see seller's comments before ordering.
- Sellers much confirm and ship within two business days; otherwise, the order will be cancelled and refunded.
- Marketplace purchases cannot be returned to eCampus.com. Contact the seller directly for inquiries; if no response within two days, contact customer service.
- Additional shipping costs apply to Marketplace purchases. Review shipping costs at checkout.
Summary
Table of Contents
Rugged Free-Energy Landscapes - An Introduction | p. 1 |
References | p. 6 |
Spin Glasses | |
Some Aspects of Infinite-Range Models of Spin Glasses: Theory and Numerical Simulations | p. 11 |
Introduction | p. 12 |
The Sherrington-Kirkpatrick Model | p. 14 |
Simulations Techniques | p. 29 |
Finite-Size Effects for the Free Energy and the Internal Energy | p. 36 |
Conclusions | p. 43 |
References | p. 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 Transitions | p. 47 |
The p-State Potts Glass and Its Properties in the Thermodynamic Limit for Infinite-Range Interactions | p. 51 |
Monte Carlo Results for the 10-State Mean-Field Potts Glass: Static Properties | p. 54 |
Finite-Size Scaling for the "Dynamic Transition" of the Potts Glass | p. 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 |
References | p. 64 |
Domain Walls, Droplets and Barriers in Two-Dimensional Ising Spin Glasses | p. 67 |
Experimental Realizations | p. 68 |
Models | p. 72 |
Ground States of Two-Dimensional Spin Glasses | p. 76 |
Droplets and Domain Walls | p. 88 |
Energy Barriers | p. 96 |
References | p. 104 |
Local Scale-Invariance in Disordered Systems | p. 107 |
Introduction | p. 107 |
Local Scale-Invariance Without Disorder | p. 115 |
Disordered Ferromagnets | p. 123 |
Critical Ising Spin Glasses | p. 131 |
Discussion | p. 141 |
Note Added in Proof | p. 143 |
References | p. 143 |
Structural Glasses | |
Transport of Mobile Particles in an Immobile Environment: Computer Simulations of Sodium Silicates | p. 149 |
Introduction | p. 149 |
Model and Details of the Simulation | p. 151 |
The Structure of Sodium Silicates | p. 153 |
Channel Diffusion | p. 161 |
Mode-Coupling Theory | p. 165 |
Conclusions | p. 169 |
References | p. 170 |
The Gonihedric Ising Model and Glassiness | p. 173 |
(Pre-)History of the Model | p. 173 |
Equilibrium Behaviour, by Various Means | p. 178 |
Non-equilibrium Behaviour, Mostly by Monte Carlo Simulations | p. 184 |
Variations on the Glassy and Gonihedric Themes | p. 195 |
Endpiece | p. 196 |
References | p. 197 |
Protein Folding | |
Thermodynamics of Protein Folding from Coarse-Grained Models' Perspectives | p. 203 |
Introduction | p. 203 |
Why Coarse-Graining? | p. 206 |
The Hydrophobic-Polar Lattice Protein Model | p. 207 |
Going Off-Lattice: Folding Behavior of Heteropolymers in the AB Continuum Model | p. 234 |
Peptide Aggregation | p. 240 |
Summary | p. 242 |
References | p. 244 |
Exact Energy Landscapes of Proteins Using a Coarse-Grained Model | p. 247 |
Introduction | p. 247 |
Structural Discretization | p. 249 |
Fragmentation of Protein Structures | p. 251 |
Energy Function | p. 252 |
Branch and Bound | p. 256 |
Results | p. 258 |
Summary | p. 267 |
References | p. 267 |
Protein Folding, Unfolding and Aggregation Studied Using an All-Atom Model with a Simplified Interaction Potential | p. 269 |
Introduction | p. 269 |
Model and Methods | p. 271 |
Results | p. 274 |
Summary | p. 288 |
References | p. 289 |
All-Atom Simulations of Proteins | p. 293 |
Introduction | p. 293 |
Energy Landscape Paving | p. 295 |
Parallel Tempering | p. 297 |
Multicanonical Sampling | p. 301 |
Other Generalized-Ensemble Techniques | p. 303 |
Helix Versus Sheet Formation | p. 304 |
Structure Predictions of Small Proteins | p. 307 |
Conclusions | p. 312 |
References | p. 312 |
Algorithmic Developments | |
Markov Chain Monte Carlo Methods for Simulations of Biomolecules | p. 317 |
Introduction | p. 317 |
Markov Chain Monte Carlo | p. 318 |
Statistical Errors of MCMC Data | p. 326 |
Generalized Ensembles for MCMC Simulations | p. 332 |
Biased Markov Chain Monte Carlo | p. 341 |
Conclusions and Outlook | p. 348 |
References | p. 349 |
A Different Approach to Monte Carlo Simulations in Systems with Complex Free-Energy Landscapes | p. 353 |
Introduction | p. 353 |
Method | p. 354 |
Applications | p. 359 |
Conclusions | p. 367 |
References | p. 367 |
Generalized-Ensemble Algorithms for Protein Folding Simulations | p. 369 |
Introduction | p. 369 |
Generalized-Ensemble Algorithms | p. 372 |
Simulation Results | p. 396 |
Conclusions | p. 402 |
References | p. 403 |
Index | p. 409 |
Table of Contents provided by Ingram. All Rights Reserved. |
An electronic version of this book is available through VitalSource.
This book is viewable on PC, Mac, iPhone, iPad, iPod Touch, and most smartphones.
By purchasing, you will be able to view this book online, as well as download it, for the chosen number of days.
Digital License
You are licensing a digital product for a set duration. Durations are set forth in the product description, with "Lifetime" typically meaning five (5) years of online access and permanent download to a supported device. All licenses are non-transferable.
More details can be found here.
A downloadable version of this book is available through the eCampus Reader or compatible Adobe readers.
Applications are available on iOS, Android, PC, Mac, and Windows Mobile platforms.
Please view the compatibility matrix prior to purchase.