Biceps v2. 0: software for ensemble reweighting using Bayesian inference of conformational populations
Bayesian Inference of Conformational Populations (BICePs) version 2.0 (v2. 0) is a free,
open-source Python package that reweights theoretical predictions of conformational state
populations using sparse and/or noisy experimental measurements. In this article, we
describe the implementation and usage of the latest version of BICePs (v2. 0), a powerful,
user-friendly and extensible package which makes several improvements upon the previous
version. The algorithm now supports many experimental NMR observables (NOE distances …
open-source Python package that reweights theoretical predictions of conformational state
populations using sparse and/or noisy experimental measurements. In this article, we
describe the implementation and usage of the latest version of BICePs (v2. 0), a powerful,
user-friendly and extensible package which makes several improvements upon the previous
version. The algorithm now supports many experimental NMR observables (NOE distances …
Bayesian Inference of Conformational Populations (BICePs) version 2.0 (v2.0) is a free, open-source Python package that reweights theoretical predictions of conformational state populations using sparse and/or noisy experimental measurements. In this article, we describe the implementation and usage of the latest version of BICePs (v2.0), a powerful, user-friendly and extensible package which makes several improvements upon the previous version. The algorithm now supports many experimental NMR observables (NOE distances, chemical shifts, J-coupling constants, and hydrogen–deuterium exchange protection factors), and enables convenient data preparation and processing. BICePs v2.0 can perform automatic analysis of the sampled posterior, including visualization, and evaluation of statistical significance and sampling convergence. We provide specific coding examples for these topics, and present a detailed example illustrating how to use BICePs v2.0 to reweight a theoretical ensemble using experimental measurements.
ACS Publications
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