Heo Seungryong, Lee Juyong, Joo Keehyoung, Shin Hang-Cheol, Lee Jooyoung
School of Systems Biomedical Science, Soongsil University , Seoul 06978, Korea.
Laboratory of Computational Biology, National Heart, Lung, and Blood Institute, National Institutes of Health , Bethesda, Maryland 20892, United States.
J Chem Inf Model. 2017 May 22;57(5):1068-1078. doi: 10.1021/acs.jcim.6b00742. Epub 2017 Apr 18.
We have developed a protein loop structure prediction method by combining a new energy function, which we call E (energy for protein loop modeling), with the conformational space annealing (CSA) global optimization algorithm. The energy function includes stereochemistry, dynamic fragment assembly, distance-scaled finite ideal gas reference (DFIRE), and generalized orientation- and distance-dependent terms. For the conformational search of loop structures, we used the CSA algorithm, which has been quite successful in dealing with various hard global optimization problems. We assessed the performance of E with two widely used loop-decoy sets, Jacobson and RAPPER, and compared the results against the DFIRE potential. The accuracy of model selection from a pool of loop decoys as well as de novo loop modeling starting from randomly generated structures was examined separately. For the selection of a nativelike structure from a decoy set, E was more accurate than DFIRE in the case of the Jacobson set and had similar accuracy in the case of the RAPPER set. In terms of sampling more nativelike loop structures, E outperformed E for both decoy sets. This new approach equipped with E and CSA can serve as the state-of-the-art de novo loop modeling method.
我们通过将一种新的能量函数(我们称之为E,即蛋白质环建模能量)与构象空间退火(CSA)全局优化算法相结合,开发了一种蛋白质环结构预测方法。该能量函数包括立体化学、动态片段组装、距离缩放有限理想气体参考(DFIRE)以及广义的方向和距离相关项。对于环结构的构象搜索,我们使用了CSA算法,该算法在处理各种硬全局优化问题方面相当成功。我们用两个广泛使用的环诱饵集Jacobson和RAPPER评估了E的性能,并将结果与DFIRE势进行了比较。分别考察了从环诱饵库中选择模型的准确性以及从随机生成的结构开始进行从头环建模的准确性。对于从诱饵集中选择类似天然结构的情况,在Jacobson集的情况下,E比DFIRE更准确,在RAPPER集的情况下,两者准确性相似。在采样更多类似天然的环结构方面,对于两个诱饵集,E都优于DFIRE。这种配备了E和CSA的新方法可作为最先进的从头环建模方法。