This section reviews the relation between the continuous dynamics of a molecular system in thermal equilibrium and the kinetics given by a Markov State Model (MSM). We will introduce the dynamical propagator, an error-less, alternative description of the continuous dynamics, and show how MSMs result from its discretization. This allows for an precise understanding of the approximation quality of MSMs in comparison to the continuous dynamics. The results on the approximation quality are key for the design of good MSMs. While this section is important for understanding the theory of discretization and related systematic errors, practitioners wishing only to learn how to construct MSMs may skip directly to the discussion of Markov model estima...
Matrix formulation of kinetic schemes In lecture 6 we considered the interpretation of molecular eve...
We use Bayesian inference to derive the rate coefficients of a coarse master equation from molecular...
grantor: University of TorontoIn this thesis microscopic Markov models for nonequilibrium ...
Markov State Modelling as a concept for a coarse grained description of the essential kinetics of a ...
Markov State Modelling as a concept for a coarse grained description of the essential kinetics of a ...
Markov State Modelling as a concept for a coarse grained description of the essential kinetics of a ...
Markov state models (MSM) of molecular kinetics, used to approximate the long- time statistical dyna...
Markov state models of molecular kinetics (MSMs), in which the long-time statistical dynamics of a m...
We consider a continuous-time Markov process on a large continuous or discrete state space. The proc...
Markov state models (MSMs) and other related kinetic network models are frequently used to study the...
ABSTRACT: We present a principled approach for estimat-ing the matrix of microscopic transition prob...
The slow processes of molecular dynamics (MD) simulations—governed by dominant eigenvalues and eigen...
This tutorial provides an introduction to the construction of Markov models of molec- ular kinetics ...
The two-states Markovv-states-model of molecular dynamics is newly analytically studied. The total r...
Markov state models (MSMs) have been successful in computing metastable states, slow relaxation time...
Matrix formulation of kinetic schemes In lecture 6 we considered the interpretation of molecular eve...
We use Bayesian inference to derive the rate coefficients of a coarse master equation from molecular...
grantor: University of TorontoIn this thesis microscopic Markov models for nonequilibrium ...
Markov State Modelling as a concept for a coarse grained description of the essential kinetics of a ...
Markov State Modelling as a concept for a coarse grained description of the essential kinetics of a ...
Markov State Modelling as a concept for a coarse grained description of the essential kinetics of a ...
Markov state models (MSM) of molecular kinetics, used to approximate the long- time statistical dyna...
Markov state models of molecular kinetics (MSMs), in which the long-time statistical dynamics of a m...
We consider a continuous-time Markov process on a large continuous or discrete state space. The proc...
Markov state models (MSMs) and other related kinetic network models are frequently used to study the...
ABSTRACT: We present a principled approach for estimat-ing the matrix of microscopic transition prob...
The slow processes of molecular dynamics (MD) simulations—governed by dominant eigenvalues and eigen...
This tutorial provides an introduction to the construction of Markov models of molec- ular kinetics ...
The two-states Markovv-states-model of molecular dynamics is newly analytically studied. The total r...
Markov state models (MSMs) have been successful in computing metastable states, slow relaxation time...
Matrix formulation of kinetic schemes In lecture 6 we considered the interpretation of molecular eve...
We use Bayesian inference to derive the rate coefficients of a coarse master equation from molecular...
grantor: University of TorontoIn this thesis microscopic Markov models for nonequilibrium ...