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, Paris 16th. Its 150 researchers (including 75 permanent members from Paris-Dauphine, CNRS, or INRIA) work on a wide range of topics, including nonlinear analysis, probability, optimization, finance, etc
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function based on a coupled NEMS network, consisting of 2 or more double-drum resonators. This is beyond current state of art and relies on deep understand of more degrees of nonlinear complexity
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. Scientific Background The efficient and accurate simulation of highly turbulent flows is one of the main challenges in numerical fluid dynamics. Turbulence is a complex nonlinear phenomenon characterised by a
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