Results 31 to 40 of about 186,158 (254)
On the 2D Phase Retrieval Problem [PDF]
The recovery of a signal from the magnitude of its Fourier transform, also known as phase retrieval, is of fundamental importance in many scientific fields. It is well known that due to the loss of Fourier phase the problem in 1D is ill-posed. Without further constraints, there is no unique solution to the problem. In contrast, uniqueness up to trivial
Kogan, Dani, Eldar, Yonina C., Oron, Dan
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Revising the lower statistical limit of x-ray grating-based phase-contrast computed tomography.
Phase-contrast x-ray computed tomography (PCCT) is currently investigated as an interesting extension of conventional CT, providing high soft-tissue contrast even if examining weakly absorbing specimen.
Mathias Marschner +6 more
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Fresnel Field Phase Retrieval via High-speed Phase Modulation
The multi-intensity phase retrieval methods obtain different coded diffraction patterns by changing the physical parameters in the optical imaging system, which can achieve the best convergence of phase and high-precision reconstruction without ...
Cheng ZHANG +4 more
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A Recovery Method of Double Random Phase Encoding System With a Parallel Phase Retrieval
A novel method composed of phase retrieval is proposed to precisely recover the phase distribution in the double random phase encoding system. The model of a point light source is employed to illuminate the system, in the output side of which several ...
Zhengjun Liu +3 more
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Retrieval-Induced Forgetting in a Pentylenetetrazole-Induced Epilepsy Model in the Rat
The selective retrieval of some information may lead to the forgetting of related, but non-retrieved information. This memory phenomenon is termed retrieval-induced forgetting (RIF).
Ahmad Almahozi +3 more
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Benchmark Problems for Phase Retrieval [PDF]
27 pages, 10 figures, new references, modified appendix, improved ...
Veit Elser, Ti-Yen Lan, Tamir Bendory
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Algebraic Theory of Phase Retrieval
We introduce five specific phase retrieval setups, present known results, and delineate open mathematical questions. We conclude by discussing the limitations of the algebraic point of view, and how other mathematical fields can provide indispensable insights into the phase retrieval problem.
Tamir Bendory, Dan Edidin
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Lensless Three-Dimensional Quantitative Phase Imaging Using Phase Retrieval Algorithm
Quantitative phase imaging (QPI) techniques are widely used for the label-free examining of transparent biological samples. QPI techniques can be broadly classified into interference-based and interferenceless methods.
Vijayakumar Anand +4 more
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Under-Sampled Phase Retrieval of Single Interference Fringe Based on Hilbert Transform
Phase retrieval from single interference fringe is important and effective method in obtaining the real phase distribution. The original phase can be retrieved by the line integral of its gradient expressed as sine and cosine components, which were ...
Yuan Guo, Shiwei Jing, Liansuo Wei
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Enhanced Phase Retrieval Method Based on Random Phase Modulation
The phase retrieval method based on random phase modulation can wipe out any ambiguity and stagnation problem in reconstruction. However, the two existing reconstruction algorithms for the random phase modulation method are suffering from problems.
Fanxing Li +4 more
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