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Deadline: none (posted 2025/05/13) Position Description: Position Description We are pleased to announce exciting postdoctoral opportunities within the Inverse Problems and AI group at Sun Yat-sen
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Massachusetts Institute of Technology | Cambridge, Massachusetts | United States | about 12 hours ago
the forward and inverse problems involved. Additional information about AGAGE, CS3, and MIT Atmospheric Chemistry, is available at https://agage.mit.edu, https://cs3.mit.edu, and https://rprinn.mit.edu. Job
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processing and modelling • Rock mechanics, and inversion • Computation: Linux, Matlab or Python Website for additional job details https://emploi.cnrs.fr/Offres/CDD/UMR6524-AUDCHA-035/Default.aspx Work
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National Aeronautics and Space Administration (NASA) | Fields Landing, California | United States | about 7 hours ago
commonly integrated into NASA missions that have an atmospheric entry component, to facilitate post-flight analyses of the aerothermal environment. One widely used technique for this analysis is inverse heat
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to develop specific surrogate models for BUQ. Surrogate models of the underlying PDEs in the Bayesian Inverse problem (or BUQ) are sough, as Physics informed interpolators, multiscale models, PINNs etc
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. Desirable extras include experience with wind‑energy structures, machine‑learning/inverse‑problem techniques and prior industrial collaboration. Further details about the role requirements are available in
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. The specific topic of the project falls in the intersection of statistical signal processing and applied mathematics and is in particular concerned with optimal transport for inverse problems. Optimal
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processing, inverse problems and data science with emphasis on analysis, optimization, numerics and algorithmic solution Collaboration in interdisciplinary cooperation projects and third-party funded projects
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5 Sep 2025 Job Information Organisation/Company Bocconi University Research Field Computer science » Informatics Researcher Profile Recognised Researcher (R2) Leading Researcher (R4) First Stage
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concerned with optimal transport for inverse problems. Optimal transport for inverse problems One of the central topics of the research projects is the further development of theory and methods