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Simon R. Arridge

Researcher at University College London

Publications -  602
Citations -  33776

Simon R. Arridge is an academic researcher from University College London. The author has contributed to research in topics: Iterative reconstruction & Optical tomography. The author has an hindex of 83, co-authored 582 publications receiving 30962 citations. Previous affiliations of Simon R. Arridge include University of Cambridge & University College London Hospitals NHS Foundation Trust.

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Simultaneous reconstruction of internal tissue region boundaries and coefficients in optical diffusion tomography.

TL;DR: A new numerical method is proposed to reconstruct simultaneously the boundaries of the tissue regions together with the absorption and diffusion coefficients within these regions within a domain omega which is known to consist of a set of disjoint regions of distinct tissue types.
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Direct parametric reconstruction from undersampled (k, t)-space data in dynamic contrast enhanced MRI

TL;DR: A Bayesian inference framework is suggested to estimate kinetic parameters (related to the extended Toft model) directly from undersampled (k, t)-space DCE MRI data to improve correspondence with the ground truth kinetic parameters.
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NiftyPET: a High-throughput Software Platform for High Quantitative Accuracy and Precision PET Imaging and Analysis

TL;DR: The platform offers uncertainty estimation of any image derived statistic to facilitate robust tracking of subtle physiological changes in longitudinal studies and supports the development of new reconstruction and analysis algorithms through restricting the axial field of view to any set of rings covering a region of interest and thus performing fully 3D reconstruction and corrections using real data significantly faster.
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Rapid whole-heart CMR with single volume super-resolution.

TL;DR: In this paper, a 3D residual U-Net was trained using synthetic data, created from a library of 500 high-resolution balanced steady state free precession (WH-bSSFP) images by simulating 50% slice resolution and 50% phase resolution.
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Detection of inhomogeneities in diffusive media using spatially modulated light

TL;DR: Fast three-dimensional localization of an absorbing object based on finite-element analysis reconstruction is demonstrated with experimental data and the improvement of spatial resolution is shown.