Algebraic Theory of Phase Retrieval
Algebraic Theory of Phase Retrieval
复制标题
相位检索的代数理论
DOI：
10.1090/noti2540
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发表时间：
2022
影响因子：
--
通讯作者：
Edidin, D
中科院分区：
文献类型：
--
作者：
Bendory, T;Edidin, D
相位恢复问题最早出现在世纪早期的X射线晶体学研究中。在上个世纪，X射线晶体学已经发展成为阐明分子原子结构的主要方法，导致了巨大的科学突破：至少有25项诺贝尔奖被授予直接或间接涉及晶体学的工作。相位恢复问题也出现在许多其他科学和工程应用中，例如衍射成像、重叠关联成像、超短脉冲表征、语音处理、雷达和天文学。
The phase retrieval problem first arose in the early 20th century from work on X-ray crystallography. In the last century, X-ray crystallography has developed into the leading method for elucidating the atomic structure of molecules, leading to enormous scientific breakthroughs: at least 25 Nobel Prizes have been awarded for work directly or indirectly involving crystallography. The phase retrieval problem also occurs in numerous other scientific and engineering applications, such as diffraction imaging, ptychography, ultra-short pulse characterization, speech processing, radar, and astronomy.