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用最大似然法突破分子置换的界限。

Pushing the boundaries of molecular replacement with maximum likelihood.

作者信息

Read R J

机构信息

Department of Haematology, University of Cambridge, Cambridge Institute for Medical Research, Wellcome Trust/MRC Building, Hills Road, Cambridge CB2 2XY, England.

出版信息

Acta Crystallogr D Biol Crystallogr. 2001 Oct;57(Pt 10):1373-82. doi: 10.1107/s0907444901012471. Epub 2001 Sep 21.

Abstract

The molecular-replacement method works well with good models and simple unit cells, but often fails with more difficult problems. Experience with likelihood in other areas of crystallography suggests that it would improve performance significantly. For molecular replacement, the form of the required likelihood function depends on whether there is ambiguity in the relative phases of the contributions from symmetry-related molecules (e.g. rotation versus translation searches). Likelihood functions used in structure refinement are appropriate only for translation (or six-dimensional) searches, where the correct translation will place all of the atoms in the model approximately correctly. A new likelihood function that allows for unknown relative phases is suitable for rotation searches. It is shown that correlations between sequence identity and coordinate error can be used to calibrate parameters for model quality in the likelihood functions. Multiple models of a molecule can be combined in a statistically valid way by setting up the joint probability distribution of the true and model structure factors as a multivariate complex normal distribution, from which the conditional distribution of the true structure factor given the models can be derived. Tests in a new molecular-replacement program, Beast, show that the likelihood-based targets are more sensitive and more accurate than previous targets. The new multiple-model likelihood function has a dramatic impact on success.

摘要

分子置换法在模型良好且晶胞简单的情况下效果很好,但在处理更具挑战性的问题时常常失败。晶体学其他领域中似然性的经验表明,这将显著提高性能。对于分子置换,所需似然函数的形式取决于对称相关分子贡献的相对相位是否存在模糊性(例如旋转搜索与平移搜索)。结构精修中使用的似然函数仅适用于平移(或六维)搜索,其中正确的平移将使模型中的所有原子大致正确定位。一种考虑未知相对相位的新似然函数适用于旋转搜索。结果表明,序列同一性与坐标误差之间的相关性可用于校准似然函数中模型质量的参数。通过将真实结构因子和模型结构因子的联合概率分布设置为多元复正态分布,可以以统计有效的方式组合分子的多个模型,从中可以推导出给定模型时真实结构因子的条件分布。在一个新的分子置换程序Beast中的测试表明,基于似然性的目标比以前的目标更灵敏、更准确。新的多模型似然函数对成功率有显著影响。

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