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Risks, Controversies & Vaccinations – RISCOVAC
appraisal. It strongly echoes some key structural features of contemporary societies, namely ‘healthism’
Development of kisspeptin analogs for reproduction control – Kiss
Design of synthetic analogs of the endogenous neuropeptide kisspeptin with a pharmacological profile suited for reproduction management
ALIVE: An innovative medical device to improve the diagnostic of liver nodules and liver diseases analysing endogenous fluorescence – ALIVE
, 1992) which, through their highly metabolic features, may be rich in NAD(P)H/H+ and FADH2 (Breslin
Access, Commons and Plant Breeding Reframing the legal system to face the challenges of an increasing world population and the preservation of agrobiodiversity – CommonPlant
Challenges for food security and agrobiodiversity
Three-dimensional Holography for Parallel Neuronal Activation – 3DHoloPAc
3DHoloPAc is an attempt to further develop methods that we proposed in the recent past in Wavefront-Engineering Microscopy group at Paris Descartes University, such as computer generated holography (CGH) and generalized phase contrast (GPC), for efficient optical stimulation of neurons. The aim is to provide the proper tool to better follow the 3D complexity of the brain at a high temporal and spatial resolution, by using optical wavefront engineering in two-photon excitation.
Realtime Collaborative Mobile Music – MUSICOLL
Realtime Collaborative and Mobile Music
Gromov-Hausdorff convergence in Kähler geometry – GRACK
Over the last few years, Kähler geometry has known spectacular progress, bringing together algebraic geometry, non-linear partial differential equations and Riemannian geometry on possibly singular spaces. The present project, gathering recognized experts covering this large spectrum of mathematics, aims to contribute to the ensuing burst of research activity by attacking several major problems in the field.
Liouville quantum geometry and turbulent flows – Liouville
explicit stochastic vector fields which combine key features of experimentally observed velocity fields. We
Convergent Metrics for Digital Calculus – CoMeDiC
The main idea of the peoject is to combine recent results of convergence of geometric estimators and to inject them into the discrete exterior calculus, in order to develop a convergent digital calculus onto objects, surfaces and curves that comes from digitization in finer and finer regular grids. This new calculus is validated and experimented in three domains of applications of variational methods: image analysis, geometry processing and shape optimization.