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Andrew Maiden

Researcher at University of Sheffield

Publications -  61
Citations -  3815

Andrew Maiden is an academic researcher from University of Sheffield. The author has contributed to research in topics: Ptychography & Phase retrieval. The author has an hindex of 22, co-authored 58 publications receiving 3138 citations. Previous affiliations of Andrew Maiden include Durham University.

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An improved ptychographical phase retrieval algorithm for diffractive imaging.

TL;DR: The PIE is extended so that the requirement for an accurate model of the illumination function is removed and the technique has been shown to be robust to detector noise and to converge considerably faster than support-based phase retrieval methods.
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Ptychographic transmission microscopy in three dimensions using a multi-slice approach

TL;DR: It is shown that an alternative form of multi-measurement imaging, ptychography, can be extended to three dimensions and can successfully recover images in the presence of multiple scattering and when the projection approximation is not applicable.
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Ptychographic electron microscopy using high-angle dark-field scattering for sub-nanometre resolution imaging

TL;DR: This work demonstrates a form of diffractive imaging that unshackles the image formation process from the constraints of electron optics, improving resolution over that of the lens used by a factor of five and showing for the first time that it is possible to recover the complex exit wave at atomic resolution.
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Superresolution imaging via ptychography.

TL;DR: It is demonstrated that diffraction patterns can be extrapolated beyond the aperture of the recording device, leading to superresolved images, improving the limit on the finest feature separation by more than a factor of 3.
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An annealing algorithm to correct positioning errors in ptychography.

TL;DR: A computationally efficient extension of the 'ePIE' ptychographic reconstruction algorithm for correcting positioning errors retrospectively that can correct positioning errors tens of times larger than the pixel size in the resulting image is presented.