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Eligibility criteria PhD in Mathematics. Candidates with expertise in one of the following research areas are encouraged to apply: - Complex foliations; - Birational geometry; - Qualitative theory of real
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continue this work on the development of the Modal Strain energy (MSE) and Matched Field Processing (MFP) methods for detecting and locating a potential fault on several geometries of heavy fluid structures
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involve developing in Elmer/Ice a realistic moving calving-front module, beyond tests already conducted on idealized geometries (e.g., CalvingMIP), for large-scale applications. This PhD will therefore
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used to determine geometries and relative stabilities; to compute frontier energy levels, electron affinities, ionisation energies, reorganisation energies, and other descriptors linked to n‑type