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Le informazioni sui progetti di Orizzonte 2020 e ora anche le relative sintesi delle relazioni sono disponibili su CORDIS. Tutti i progetti H2020 possono essere scaricati dal Portale Open Data dell'UE .

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Results 1 - 10 of 1140
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Final Report Summary - ANPROB (Analytic-probabilistic methods for borderline singular integrals)
The aim of AnProb was to combine analytic and probabilistic methods in order to advance the theory of singular integrals of Harmonic Analysis in various situations at the borderline of the existing theory. This aim was successfully accomplished through a broad range of...
Programme: FP7-IDEAS-ERC
Record Number: 194705
Last updated on: 2017-02-09
Analytic-probabilistic methods for borderline singular integrals
ID: 278558
Data di inizio: 2011-11-01, Termine: 2016-10-31
The proposal consists of an extensive research program to advance the understanding of singular integral operators of Harmonic Analysis in various situations on the borderline of the existing theory. This is to be achieved by a creative combination of techniques from Analysis...
Programme: FP7-IDEAS-ERC
Record Number: 99951
Last updated on: 2017-05-08
Final Report Summary - SIMPLELCGPS (Simple locally compact groups: exploring the boundaries of the linear world)
The theory of locally compact groups stretches out between two antipodes: on one hand, connected groups whose structure, according to the solution to Hilbert 5fth problem, is governed by Lie theory and is thus relatively rigid, and on the other hand, discrete groups, which are...
Programme: FP7-IDEAS-ERC
Record Number: 202700
Last updated on: 2017-08-16
Simple locally compact groups: exploring the boundaries of the linear world
ID: 278469
Data di inizio: 2011-12-01, Termine: 2016-11-30
The theory of locally compact groups stretches out between two antipodes: on one hand, connected groups whose structure, according to the solution to Hilbert fifth problem, is governed by Lie theory and is thus relatively rigid, and on the other hand, discrete groups, which a...
Programme: FP7-IDEAS-ERC
Record Number: 99884
Last updated on: 2017-06-26
Final Report Summary - NEW-POETRY (New Advances through the boundaries of Poisson Geometry)
Poisson Geometry lies on the cross road of Mathematical Physics and Geometry; it arises as the geometric structure that governs Hamiltonian mechanics and as the semi-classical limit of quantum systems. The PI’s own philosophy has been that Poisson Geometry has the power to...
Programme: FP7-IDEAS-ERC
Record Number: 195457
Last updated on: 2017-03-08
New Advances through the boundaries of Poisson Geometry
ID: 279729
Data di inizio: 2011-09-01, Termine: 2016-08-31
This project proposes new research directions that originate in the field of Poisson Geometry and which reach out towards other fields of Differential Geometry and Topology. It can also be seen as the development of a new field- Poisson Topology, the birth of which is clearly...
Programme: FP7-IDEAS-ERC
Record Number: 99819
Last updated on: 2016-03-17
Final Report Summary - STUCCOFIELDS (Structure and scaling in computational field theories)
The goal of this project was to advance the branch of mathematics known as numerical analysis, in particular to introduce and analyse algorithms suitable to compute approximate solutions to partial differential equations. Structure preservation was a unifying theme, with a...
Programme: FP7-IDEAS-ERC
Record Number: 197964
Last updated on: 2017-05-12
Structure and scaling in computational field theories
ID: 278011
Data di inizio: 2012-01-01, Termine: 2016-12-31
"The numerical simulations that are used in science and industry require ever more sophisticated mathematics. For the partial differential equations that are used to model physical processes, qualitative properties such as conserved quantities and monotonicity are crucial for...
Programme: FP7-IDEAS-ERC
Record Number: 99778
Last updated on: 2015-03-10
Space-Time Methods for Multi-Fluid Problems on Unstructured Meshes
ID: 278267
Data di inizio: 2011-11-01, Termine: 2016-10-31
In this project we develop new algorithms for the solution of general nonlinear systems of time dependent partial differential equations (PDE) in the context of non-ideal magnetized multi-fluid plasma flows with thermal radiation. We will produce new high order schemes on uns...
Programme: FP7-IDEAS-ERC
Record Number: 99675
Last updated on: 2017-03-13
Resolver problemas reales con matemáticas aplicadas
¿Qué tienen en común los tsunamis, la sangre que fluye por las venas, la fusión nuclear, los terremotos, el ruido de los aviones y la energía limpia? Según el proyecto STIMULUS, financiado por la Unión Europea, todos comparten una misma formulación matemática como sistemas no ...
Programme: FP7-IDEAS-ERC
Record Number: 191263
Last updated on: 2017-03-15
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List retrieved on: 2017-12-17