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candidate will work with the PI of the project (André Belotto da Silva) and with the Singularity Theory group at the IMJ-PRG. Research activities in the fields of Singularity Theory, Algebraic Geometry, and
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morphology of splash-cups optimal for dispersal? The postdoc will characterise the efficiency of dispersal of a splash-cup as a function of its geometry, in terms of number of gemmae dispersed and reach of
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range of backgrounds from theoretical physics to pure mathematics, with (most likely) a background in (conformal) random geometry or stochastic partial differential equations or free probability
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missions within the framework of this ERC: i) to develop new models for the geometry of the cosmic web, taking into account the bias of baryons, and ii) to implement “nulling” techniques to predict the weak
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consumption of logic gates, and developing efficient techniques for energy harvesting from vibrations. Main tasks: - Theoretical and experimental optimization of the resonator geometry - Optimization
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, developing molecular models of electrolytes based on polymers, LiFSI salt, and ionic liquids, in contact with active material surfaces. Simulations will be carried out in confined geometries representative
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patient's geometry obtained from cone beam tomography as well as pre- and post-operative information. Where to apply E-mail adrien.baldit@univ-lorraine.fr Requirements Research FieldEngineering » Biomaterial
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: Analysis, Numerical Analysis, and Scientific Computing (ACSIOM), Didactics and Epistemology of Mathematics (DEMA), Probability and Statistics (EPS), and Geometry, Topology, and Algebra (GTA). - main mission
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will study the dynamics of air–mucus interfaces, the impact of airway geometry, and the relationships between mucus motion, airflow properties, and the main rheological characteristics of mucus such as
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their geometry to external factors. Comcumitantly with these experimental works, this post-doctoral work will mostly focuses on advanced computational studies to understand the photophysical properties