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more about our benefits and what it is like to work at SLU at https://www.slu.se/en/about-slu/work-at-slu/ Development of statistical methods for estimating plant population size and change Mathematical
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-driven methods provide excellent performance under low or cyclo-stationary regimes but struggle with highly dynamic and rapidly varying conditions; conversely, model-based state observers ensure robustness
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degrees of understanding in the mathematical / mathematized science. Application deadline: April 10 For updates, please also check https://sharedocs.huma-num.fr/wl/?id=vMOHFDMLNLGROARW83MOznG7tcKvBd2u
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Environmental science » Global change Computer science » Programming Computer science » Modelling tools Computer science » Other Computer science » 3 D modelling Researcher Profile First Stage Researcher (R1
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29 Jan 2026 Job Information Organisation/Company Charles University, Faculty of Mathematics and Physics Department Department of Atmospheric Physics Research Field Environmental science » Earth
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Ecole Nationale des Ponts et Chaussées (ENPC) | Champs sur Marne, le de France | France | about 2 months ago
? No Offer Description Scientific overview: This PhD thesis aims at studying the impacts of climate change-induced permafrost thaw in the Arctic, by using advanced thermo-hydro-mechanical (THM) modelling
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geometries and process-induced defects demand new inspection approaches. The project combines modelling, sensor fabrication, experiment, and data analysis. You will work with a team of experts to develop
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Lehigh University. He has led projects associated with the mathematical modeling of infectious diseases that focus on augmenting surveillance with social data, such as human judgment and search information
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position at KTH will focus on optimizing security and performance in different control architectures. We will pursue control-oriented system/attacker modeling, multi-layer detection of cyberattacks, and game
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Synchronization of turbulent channel flow School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr Yi Li, Dr Ashley Willis Application Deadline: Applications accepted all