Integrating Molecular Simulation and Experimental Data: A Bayesian/Maximum Entropy Reweighting Approach
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Integrating Molecular Simulation and Experimental Data : A Bayesian/Maximum Entropy Reweighting Approach. / Bottaro, Sandro; Bengtsen, Tone; Lindorff-Larsen, Kresten.
Structural Bioinformatics: Methods and Protocols. red. / Zoltán Gáspári. Humana Press, 2020. s. 219-240 (Methods in Molecular Biology, Bind 2112).Publikation: Bidrag til bog/antologi/rapport › Bidrag til bog/antologi › Forskning › fagfællebedømt
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TY - CHAP
T1 - Integrating Molecular Simulation and Experimental Data
T2 - A Bayesian/Maximum Entropy Reweighting Approach
AU - Bottaro, Sandro
AU - Bengtsen, Tone
AU - Lindorff-Larsen, Kresten
PY - 2020
Y1 - 2020
N2 - We describe a Bayesian/Maximum entropy (BME) procedure and software to construct a conformational ensemble of a biomolecular system by integrating molecular simulations and experimental data. First, an initial conformational ensemble is constructed using, for example, Molecular Dynamics or Monte Carlo simulations. Due to potential inaccuracies in the model and finite sampling effects, properties predicted from simulations may not agree with experimental data. In BME we use the experimental data to refine the simulation so that the new conformational ensemble has the following properties: (1) the calculated averages are close to the experimental values taking uncertainty into account and (2) it maximizes the relative Shannon entropy with respect to the original simulation ensemble. The output of this procedure is a set of optimized weights that can be used to calculate other properties and distributions of these. Here, we provide a practical guide on how to obtain and use such weights, how to choose adjustable parameters and discuss shortcomings of the method.
AB - We describe a Bayesian/Maximum entropy (BME) procedure and software to construct a conformational ensemble of a biomolecular system by integrating molecular simulations and experimental data. First, an initial conformational ensemble is constructed using, for example, Molecular Dynamics or Monte Carlo simulations. Due to potential inaccuracies in the model and finite sampling effects, properties predicted from simulations may not agree with experimental data. In BME we use the experimental data to refine the simulation so that the new conformational ensemble has the following properties: (1) the calculated averages are close to the experimental values taking uncertainty into account and (2) it maximizes the relative Shannon entropy with respect to the original simulation ensemble. The output of this procedure is a set of optimized weights that can be used to calculate other properties and distributions of these. Here, we provide a practical guide on how to obtain and use such weights, how to choose adjustable parameters and discuss shortcomings of the method.
KW - Conformational ensemble
KW - Integrative structural biology
KW - MD simulations
U2 - 10.1007/978-1-0716-0270-6_15
DO - 10.1007/978-1-0716-0270-6_15
M3 - Book chapter
C2 - 32006288
AN - SCOPUS:85078829996
SN - 978-1-0716-0269-0
T3 - Methods in Molecular Biology
SP - 219
EP - 240
BT - Structural Bioinformatics
A2 - Gáspári, Zoltán
PB - Humana Press
ER -
ID: 238000139