TY - JOUR KW - Protein Folding KW - Thermodynamics KW - Algorithms KW - Protein Conformation KW - Proteins KW - Markov Chains KW - Molecular Dynamics Simulation AU - R. Scalco AU - A. Caflisch AB -
Multiple independent molecular dynamics (MD) simulations are often carried out starting from a single protein structure or a set of conformations that do not correspond to a thermodynamic ensemble. Therefore, a significant statistical bias is usually present in the Markov state model generated by simply combining the whole MD sampling into a network whose nodes and links are clusters of snapshots and transitions between them, respectively. Here, we introduce a depth-first search algorithm to extract from the whole conformation space network the largest ergodic component, i.e., the subset of nodes of the network whose transition matrix corresponds to an ergodic Markov chain. For multiple short MD simulations of a globular protein (as in distributed computing), the steady state, i.e., stationary distribution determined using the largest ergodic component, yields more accurate free energy profiles and mean first passage times than the original network or the ergodic network obtained by imposing detailed balance by means of symmetrization of the transition counts.
BT - The Journal of Physical Chemistry B C1 - 0144 DA - 2011 May 19 DO - 10.1021/jp2014918 IS - 19 J2 - J. Phys. Chem. B LA - eng M3 - Research Article N2 -Multiple independent molecular dynamics (MD) simulations are often carried out starting from a single protein structure or a set of conformations that do not correspond to a thermodynamic ensemble. Therefore, a significant statistical bias is usually present in the Markov state model generated by simply combining the whole MD sampling into a network whose nodes and links are clusters of snapshots and transitions between them, respectively. Here, we introduce a depth-first search algorithm to extract from the whole conformation space network the largest ergodic component, i.e., the subset of nodes of the network whose transition matrix corresponds to an ergodic Markov chain. For multiple short MD simulations of a globular protein (as in distributed computing), the steady state, i.e., stationary distribution determined using the largest ergodic component, yields more accurate free energy profiles and mean first passage times than the original network or the ergodic network obtained by imposing detailed balance by means of symmetrization of the transition counts.
PY - 2011 SP - 6358 EP - 6365 T2 - The Journal of Physical Chemistry B TI - Equilibrium distribution from distributed computing (simulations of protein folding) VL - 115 SN - 1520-5207 ER -