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Inference of structure ensembles of flexible biomolecules from sparse, averaged data.


ABSTRACT: We present the theoretical foundations of a general principle to infer structure ensembles of flexible biomolecules from spatially and temporally averaged data obtained in biophysical experiments. The central idea is to compute the Kullback-Leibler optimal modification of a given prior distribution ?(x) with respect to the experimental data and its uncertainty. This principle generalizes the successful inferential structure determination method and recently proposed maximum entropy methods. Tractability of the protocol is demonstrated through the analysis of simulated nuclear magnetic resonance spectroscopy data of a small peptide.

SUBMITTER: Olsson S 

PROVIDER: S-EPMC3820694 | biostudies-literature | 2013

REPOSITORIES: biostudies-literature

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Inference of structure ensembles of flexible biomolecules from sparse, averaged data.

Olsson Simon S   Frellsen Jes J   Boomsma Wouter W   Mardia Kanti V KV   Hamelryck Thomas T  

PloS one 20131107 11


We present the theoretical foundations of a general principle to infer structure ensembles of flexible biomolecules from spatially and temporally averaged data obtained in biophysical experiments. The central idea is to compute the Kullback-Leibler optimal modification of a given prior distribution τ(x) with respect to the experimental data and its uncertainty. This principle generalizes the successful inferential structure determination method and recently proposed maximum entropy methods. Trac  ...[more]

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