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Belfort-Sévenans. The primary objective of this doctoral thesis is to reconsider current models related to economic structures and the connectivity of human communities during the early Middle Ages (6th
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of physical faults, sensor drift, and anomalies affecting measurement and communication systems, whether intentional or not. • Construction of databases dedicated to anomaly detection and fault diagnosis. 2
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métiers ). Research Work Scientific Context Water leakage in urban underground pipelines can not only bring economic loss due to the wastage, but also can lead to structural damages of roads and buildings
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of the team are structured around 3 research aeras: • Research Area 1: On-line analytical methods via microfluidic devices for the quantification of air pollutants; • Research Area 2: Off-line analysis methods
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of organized multicellular structures, with a particular focus on microtumors. The originality of the project lies in its systems-level approach, which integrates concepts from statistical physics and
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of numerical models to study acoustic and optical interactions in metasurfaces, using in-house codes and COMSOL Multiphysics software. 2. Geometry and Material Optimization: Systematic exploration of structural
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integrated in silicon- based photonic cavities. The first objective is to analyze the optical fine structure and stability of their emission lines through photoluminescence excitation spectroscopy. The impact
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. Their nonlinear evolution can lead to the emergence of large-scale coherent structures or turbulence, resulting in significant radial plasma transport—and thus degradation of plasma confinement. Understanding
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Inria, the French national research institute for the digital sciences | Rennes, Bretagne | France | 28 days ago
correcting the remaining ones. This will be achieved by jointly structuring the compressed DNA stream and designing error-correction mechanisms tailored to nanopore sequencing. In particular, we will exploit
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Biology (LBDV) of Villefranche-sur-mer. The candidate will rely on the expertise of G. Facchini with problems of curvature-driven growth, and the characterisation of 3D complex structures in self-organised