线性规划迭代应用于x射线晶体学中大分子结构补全的全息重建

Signal Recovery and Synthesis Pub Date : 1900-01-01 DOI:10.1364/srs.1995.rtue6

D. Wild, X. Chen, D. Saldin

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引用次数: 0

摘要

从已知晶体结构的另一部分和x射线衍射强度中恢复晶体结构的某些未知部分的问题是晶体学中常见的问题。为解决这个问题而开发的技术之一是差分傅里叶法。最近由Szöke[1]提出的另一种方法是基于与全息术[2]的类比。

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Holographic Reconstruction for Macromolecular Structure Completion in X-Ray Crystallography by Iterative Applications of Linear Programming

The problem of the recovery of some unknown part of a crystal structure from a knowledge of another part of the structure and X-ray diffraction intensities is a familiar problem in crystallography. Amongst the techniques developed for tackling this problem is the difference Fourier method. Another one, recently proposed by Szöke [1], is based on an analogy with holography [2].

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Signal Recovery and Synthesis

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