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Field
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mathematical modelling and simulation. Partial differential equations will be applied to model drug distribution and partitioning in multiphase systems using the drug’s partition coefficient as a driving force
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22 Apr 2026 Job Information Organisation/Company CNRS Department Sciences et Ingénierie de la Matière Molle Research Field Mathematics History » History of science Researcher Profile First Stage
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of time-varying photonic metamaterials. First-principles mathematical modeling of optic-wave physics in canonical geometries under space-time-varying polarization responses. Computer programming and
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include, among others: Read scientific literature in the field of quantum communication and quantum key distribution (QKD) systems. Mathematical modeling of the quantum signals emitted by a QKD transmitter
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and machine learning, engineering physics, molecular biotechnology engineering, data sciences, applied mathematics, or another related field, or have completed at least 240 credits in higher education
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or Mathematical Sciences. An MSc (merit or distinction) in a relevant subject would also be advantageous. Knowledge and experience with AI/Machine Learning in Python, preferably with images. Location flexibility
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The Leibniz-Institut für Analytische Wissenschaften - ISAS - e. V. develops efficient analytical methods for health research. Thus, it contributes to the improvement of the prevention, early diagnosis, and therapy of diseases like cardiovascular diseases or cancer. Overall, the institute strives...
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The Leibniz-Institut für Analytische Wissenschaften - ISAS - e. V. develops efficient analytical methods for health research. Thus, it contributes to the improvement of the prevention, early diagnosis, and therapy of diseases like cardiovascular diseases or cancer. Overall, the institute strives...
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The Leibniz-Institut für Analytische Wissenschaften - ISAS - e. V. develops efficient analytical methods for health research. Thus, it contributes to the improvement of the prevention, early diagnosis, and therapy of diseases like cardiovascular diseases or cancer. Overall, the institute strives...
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Identification of mathematical models for the fluid flow and flow patterns Estimation and soft-sensing of non-measurable process variables Optimization and learning control of the flow by manipulating the plug