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BEES: Bayesian Ensemble Estimation from SAS

delete2019-08-01
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S
Samuel Bowerman
J
Joseph E. Curtis
J
Joseph Clayton
E
Emre Brookes
J
Jeff Wereszczynski *
DOI:10.1016/j.bpj.2019.06.024delete
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摘要

摘要

En 中文
Many biomolecular complexes exist in a flexible ensemble of states in solution that is necessary to perform their biological function. Small-angle scattering (SAS) measurements are a popular method for characterizing these flexible molecules because of their relative ease of use and their ability to simultaneously probe the full ensemble of states. However, SAS data is typically low dimensional and difficult to interpret without the assistance of additional structural models. In theory, experimental SAS curves can be reconstituted from a linear combination of theoretical models, although this procedure carries a significant risk of overfitting the inherently low-dimensional SAS data. Previously, we developed a Bayesian-based method for fitting ensembles of model structures to experimental SAS data that rigorously avoids overfitting. However, we have found that these methods can be difficult to incorporate into typical SAS modeling workflows, especially for users that are not experts in computational modeling. To this end, we present the Bayesian Ensemble Estimation from SAS (BEES) program. Two forks of BEES are available, the primary one existing as a module for the SASSIE web server and a developmental version that is a stand-alone Python program. BEES allows users to exhaustively sample ensemble models constructed from a library of theoretical states and to interactively analyze and compare each model's performance. The fitting routine also allows for secondary data sets to be supplied, thereby simultaneously fitting models to both SAS data as well as orthogonal information. The flexible ensemble of K63-linked ubiquitin trimers is presented as an example of BEES' capabilities.
Keyword:
SMALL-ANGLE SCATTERING
X-RAY-SCATTERING
PROTEINS
UBIQUITIN
MODELS
MACROMOLECULES
SIMULATION
INFERENCE
STATE
FOXS
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期刊

Biophysical Journal 封面图
Biophysical Journal
IF:
3.1
论文数:
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