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Neighbor-Dependent Ramachandran Probability Distributions of Amino Acids Developed from a Hierarchical Dirichlet Process Model

Overview of attention for article published in PLoS Computational Biology, April 2010
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Title
Neighbor-Dependent Ramachandran Probability Distributions of Amino Acids Developed from a Hierarchical Dirichlet Process Model
Published in
PLoS Computational Biology, April 2010
DOI 10.1371/journal.pcbi.1000763
Pubmed ID
Authors

Daniel Ting, Guoli Wang, Maxim Shapovalov, Rajib Mitra, Michael I. Jordan, Roland L. Dunbrack

Abstract

Distributions of the backbone dihedral angles of proteins have been studied for over 40 years. While many statistical analyses have been presented, only a handful of probability densities are publicly available for use in structure validation and structure prediction methods. The available distributions differ in a number of important ways, which determine their usefulness for various purposes. These include: 1) input data size and criteria for structure inclusion (resolution, R-factor, etc.); 2) filtering of suspect conformations and outliers using B-factors or other features; 3) secondary structure of input data (e.g., whether helix and sheet are included; whether beta turns are included); 4) the method used for determining probability densities ranging from simple histograms to modern nonparametric density estimation; and 5) whether they include nearest neighbor effects on the distribution of conformations in different regions of the Ramachandran map. In this work, Ramachandran probability distributions are presented for residues in protein loops from a high-resolution data set with filtering based on calculated electron densities. Distributions for all 20 amino acids (with cis and trans proline treated separately) have been determined, as well as 420 left-neighbor and 420 right-neighbor dependent distributions. The neighbor-independent and neighbor-dependent probability densities have been accurately estimated using Bayesian nonparametric statistical analysis based on the Dirichlet process. In particular, we used hierarchical Dirichlet process priors, which allow sharing of information between densities for a particular residue type and different neighbor residue types. The resulting distributions are tested in a loop modeling benchmark with the program Rosetta, and are shown to improve protein loop conformation prediction significantly. The distributions are available at http://dunbrack.fccc.edu/hdp.

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Mendeley readers

The data shown below were compiled from readership statistics for 211 Mendeley readers of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country Count As %
United States 5 2%
Brazil 2 <1%
Germany 2 <1%
United Kingdom 2 <1%
Canada 2 <1%
Korea, Republic of 1 <1%
Japan 1 <1%
Argentina 1 <1%
Unknown 195 92%

Demographic breakdown

Readers by professional status Count As %
Student > Ph. D. Student 70 33%
Researcher 38 18%
Student > Master 26 12%
Student > Bachelor 14 7%
Student > Doctoral Student 11 5%
Other 30 14%
Unknown 22 10%
Readers by discipline Count As %
Agricultural and Biological Sciences 60 28%
Chemistry 40 19%
Biochemistry, Genetics and Molecular Biology 33 16%
Computer Science 16 8%
Physics and Astronomy 12 6%
Other 29 14%
Unknown 21 10%