Community Research and Development Information Service - CORDIS

Horizon 2020 project information and now also report summaries are available on CORDIS. All H2020 projects can be downloaded from the EU Open Data Portal .

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Final Report Summary - CCOSA (Classes of combinatorial objects: from structure to algorithms)
This project from pure mathematics aimed at analyzing complex structures from discrete mathematics using tools from other areas of mathematics and at applying the obtained results to design fast algorithms.Discrete mathematics deals with objects that consists of well defined...
Programme: FP7-IDEAS-ERC
Record Number: 181987
Last updated on: 2016-05-05
Mid-Term Report Summary - TMHA (Transversal Multilinear Harmonic Analysis)
While harmonic analysis has long benefited from considerable interconnectivity within mathematics and the physical sciences, research in recent years has taken these links to an unexpected level both in terms of depth and variety. In particular, the development of multilinear...
Programme: FP7-IDEAS-ERC
Record Number: 179111
Last updated on: 2016-04-27
Mid-Term Report Summary - NCGQG (Noncommutative geometry and quantum groups)
The goal of the project is to study noncommutative geometry and probability theory for the q-deformations of compact Lie groups and for the duals of such deformations, together with several related problems such as computation of cohomology, classification of deformations...
Programme: FP7-IDEAS-ERC
Record Number: 178723
Last updated on: 2016-04-28
Mid-Term Report Summary - STABAGDG (Stability and wall-crossing in algebraic and differential geometry)
This project centers on the special interaction of algebraic and differential geometry which arises from the notion of stability, with applications to canonical metrics in Kaehler geometry (K-stability) and mathematical physics (the Gaiotto-Moore-Neitzke program for...
Programme: FP7-IDEAS-ERC
Record Number: 179571
Last updated on: 2016-04-26
Mid-Term Report Summary - GETOM (Geometry and Topology of Open Manifolds)
We study spaces with 3 degrees of liberty which we call 3-dimensional manifolds. These are typically candidate to be the space in which we live, they are infinite and we would like to understand their structure and particularly their behaviour at long distance, we say at...
Programme: FP7-IDEAS-ERC
Record Number: 178486
Last updated on: 2016-05-03
Mid-Term Report Summary - FRACTALSANDMETRICNT (Fractals, algebraic dynamics and metric number theory)
The project is motivated by number-theoretic conjectures concerning the complexity of the expansions of numbers in different bases, but focuses primarily on some related problems about the behavior of "fractal" sets and measures under certain geometric operations, e,g, taking...
Programme: FP7-IDEAS-ERC
Record Number: 179095
Last updated on: 2016-04-27
Mid-Term Report Summary - CRAMIS (Critical phenomena in random matrix theory and integrable systems)
The project consists of 4 work packages: WP1 Painlevé equations, WP2 Random matrices, WP3 (Near-)Integrable PDEs, WP4 Toeplitz determinants. Below is a description of the main achievements for each work package (WP).WP1: Painlevé equations.Claeys and Krasovsky studied a...
Programme: FP7-IDEAS-ERC
Record Number: 179244
Last updated on: 2016-04-27
Mid-Term Report Summary - NONARCOMP (From complex to non-archimedean geometry)
The main idea underlying the project Nonarcomp was to explore the interplay between the complex analytic world and its non-Archimedean coun- terpart with an emphasis on dynamical problems and questions from pluripotential theory.Thirteen papers have been published in...
Programme: FP7-IDEAS-ERC
Record Number: 179094
Last updated on: 2016-04-27
Mid-Term Report Summary - MASTRUMAT (The Mathematics of the Structure of Matter)
The goal of the project "The Mathematics of the Structure of Matter"is to understand the structure of matter from a mathematical analysisof the underlying quantum theory. The system range from ordinarymatter described by atoms and molecules to exotic forms of mattere.g...
Programme: FP7-IDEAS-ERC
Record Number: 178410
Last updated on: 2016-05-04
Mid-Term Report Summary - APGRAPH (Asymptotic Graph Properties)
Combinatorics is a branch of Mathematics which has witnessed a huge growth recently. One of the main areas of Combinatorics is Graph Theory. Graphs consist of vertices (also called nodes), some of which are connected by edges. They can be used to model real-world networks such...
Programme: FP7-IDEAS-ERC
Record Number: 179066
Last updated on: 2016-04-27
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