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Visualizzazione dei post da marzo, 2024

5 Ph.D. scholarships at the Mathematics Department of Pisa University

The deadline is April 22, 2024, at 1pm CEST. For further details please visit (italian version): https://dottorato.unipi.it/index.php/it/concorsi-d-ammissione-a-a-2024-2025/item/834.html or (english version): https://dottorato.unipi.it/index.php/en/application-process-for-the-academic-year-2022-20233/item/838.html #phd

2 PhD positions @University of Helsinki, Finland

two projects are within the Doctoral Education Pilot for Mathematics of Sensing, Imaging and Modelling . The project subjects are: Artificially intelligent gamma ray imaging detectors Position sensitivity in a semiconductor detector is obtained from the signals induced on a segmented electrode structure on the semiconductor crystal surface during collection of the electric charges created where radiation interacts; these charges being moved by an applied electric field. Advanced signal processing is needed to obtain optimum performance in terms of position and energy resolution as well as count rate capability. The best performance is obtained when applying artificial intelligence techniques. In the project, optimized artificial intelligence algorithms will be developed, using laboratory measurements with a state-of-the-art detector to provide training data. The resulting improved imaging capabilities will be quantified. This project will be performed in consultation with Dr. Andreas H...

PhD position in Data Assimilation/NLA at TU Eindhoven

The Computational Science group at TU Eindhoven is recruiting for a 4 year fully-funded PhD position to on "Using numerical linear algebra to exploit structure in data assimilation". The position will be supervised by Jemima Tabeart and the student will join the active Centre for Analysis, Scientific Computing and Applications. Candidates with a strong applied Mathematics background and a Master's degree in a numerate subject are encouraged to apply. The PhD project will develop numerical linear algebra methods for data assimilation problems motivated by applications to numerical weather prediction and geosciences. Possible research directions include developing new preconditioners, iterative solvers and designing practical implementations under challenging operational constraints. Candidates do not require prior knowledge of data assimilation, but should be excited to apply numerical analysis techniques to high-dimensional problems of real-world importance. Applications ...