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TherApeutic hypothermia BY total liquid ventilation following cardiac arreSt and reSuscitation – ABYSS
“Sudden death” or out-of hospital cardiac arrest is a major public health issue. Only a few patients can be resuscitated and further survive, often with severe neurological sequels and a high socioeco
Quantum Critical phenomena in doped Mott insulators – QCM
The strongly correlated quantum matter exhibits various outstanding and often puzzling properties related to quantum criticality. Providing a route toward non-Fermi Liquid behaviour, these quantum fluctuations originate from quantum critical point. Within this context, the QCM project deals with the “Quantum Critical phenomena in doped Mott insulators” in order to identify and to characterize unusual and potentially new metallic phases, namely beyond the Fermi liquid paradigm.
REsistive Memories on FLEXible substrates – REFLEX
The project aims at the development of resistive memories on flexible substrate. With respect to standard memory technology used in RFID applications (Flash memory), resistive memories offer lower programming voltages (sometimes loxer than 1V) with a cheaper fabrication cost. Moreover the project focuses on the development of memory cells on plastic substrate allowing to bypass the use of a dedicated silicon chip embedding the memory functionnality.
Image-Driven Simulation – IDeaS
Combining medical imaging and numerical simulation
SIlicoN PHOtonics with diluted NItride Coherent integration – SINPHONIC
The SINPHONIC project aims to demonstrate the ability to integrate laser devices on silicon (Si) substrate within a very large scale (one of the last scientific locks for the development of optoelectr
Hierarchical Object-based Unsupervised Learning for Computational Auditory Scene Analysis – Houle
This project studies a new hierarchical learning approach for leveraging several aspects of the so called Computational Auditory Scene Analysis (CASA) problem.
Approximation of Infinite-Dimensional Systems – AIDS
Automatic control for approximation of infinite dimensional systems
Direct Gap related Optical Properties of Ge/SiGe Multiple Quantum Wells – GOsPEL
Compact and high performance optoelectronic devices for silicon photonics.
Geometry and optimal measure transportation – GMT
The Ricci curvature plays an important role in Geometry and has lately been linked with the Optimal transportation theory. First by G.~Perelman's proof of the Poincaré conjecture using the Ricci-flo
Symplectic and Hamiltonian homeomorphisms – Hameo
Symplectic and Hamiltonian homeomorphisms