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proof theory and functional and numerical analysis, through the semantics of differential linear logic and programming languages. In particular, this project seeks to lay the foundations for a
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). However, the mechanisms by which local heterogeneities emerge and influence differentiation and collective behaviors remain poorly understood. This project aims to elucidate how these heterogeneities
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Eligibility criteria -Expert in mathematical physics, such as methods of partial differential equations, differential geometry, and tensor analysis. -Expert in theoretical mechanics, such as Hamilton's
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microscopy and electron microprobe analysis. This work aims to identify mineralogical and chemical signatures associated with the earliest stages of planetesimal differentiation. The researcher will also be
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dispersive partial differential equations. More specifically, they will work on the study of dark solitons for the logarithmic Gross–Pitaevskii equation. This research, led by Guillaume Ferriere, will be
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in vitro functional assays to characterize the effects of metabolic modifications on osteoclast differentiation and functions, particularly their immune function. - To actively collaborate with all
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have a solid understanding of the different types of superstring models and associated supergravity theories. Knowledge of mathematical concepts useful for the project (differential geometry, exceptional