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生物大分子的衍射方法。最小二乘法精修

Diffraction methods for biological macromolecules. Least squares refinement.

作者信息

Sparks R A

出版信息

Methods Enzymol. 1985;115:23-41. doi: 10.1016/0076-6879(85)15005-6.

Abstract

Most of the methods mentioned in this chapter were known in the early 1960s. Because of the availability of large, fast computers, however, the most popular technique has been the full-matrix least-squares method. The most significant contributions to crystallographic least-squares calculations which have recently been developed have been for protein or polynucleotide structure refinement. It is clear that these new techniques and those of the early 1960s are more economical than the full-matrix least-squares method even for small-molecule structures.

摘要

本章提及的大多数方法在20世纪60年代初就已为人所知。然而,由于大型快速计算机的出现,最流行的技术一直是全矩阵最小二乘法。最近开发的对晶体学最小二乘计算最有意义的贡献是用于蛋白质或多核苷酸结构的精修。很明显,即使对于小分子结构,这些新技术和20世纪60年代初的技术也比全矩阵最小二乘法更经济。

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