Forschungs- & Entwicklungsinformationsdienst der Gemeinschaft - CORDIS

Informationen von Horizont-2020-Projekten und nun auch Berichtzusammenfassungen stehen jetzt auf CORDIS bereit. Alle H2020-Projekte können jetzt vom Offenen Datenportal der EU heruntergeladen werden.

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Final Report Summary - ROFIRM (Mathematical Methods for Robust Financial Risk Management)
This project is focused on the newly introduced problem of martingale optimal transport and risk management under mean field interaction. The research conducted is strongly motivated by relevant problems in financial risk management, and makes beautiful connections to optimal...
Programme: FP7-IDEAS-ERC
Record Number: 239238
Last updated on: 2018-09-03
Final Report Summary - MATHEF (Mathematical Thermodynamics of Fluids)
MATHEF is a five year research project focused on the mathematical theory of complete fluid systems developed on the basis of the fundamental laws of thermodynamics. The mathematical models studied are derived from the principles of continuum mechanics, where the properties of...
Programme: FP7-IDEAS-ERC
Record Number: 239003
Last updated on: 2018-09-03
Final Report Summary - MASTRUMAT (The Mathematics of the Structure of Matter)
This ERC project has made significant progress on four different topics of the mathematical descip tion of the structure of matter. The first topic has been models of superconductivity and superfluidity.The famous Bogolubov ap proximation of superfluidity for bosponic systems...
Programme: FP7-IDEAS-ERC
Record Number: 239298
Last updated on: 2018-09-03
Final Report Summary - GETOM (Geometry and Topology of Open Manifolds)
The starting point of the grant is a question asked, in 1904, by the great french mathematician Henri Poincaré. The question has been answered in 2003 by the russian mathematician Grigori Perelman. It concerns the structure of 3D objects which are closed, that is bounded in...
Programme: FP7-IDEAS-ERC
Record Number: 237947
Last updated on: 2018-07-25
Final Report Summary - GRACOL (Graph Theory: Colourings, flows, and decompositions.)
The GRACOL-research was in mathematics, specifically graph theory, and focused on colorings, flows and decompositions. Graph coloring started with the fundamental 4-color problem from the 19th century and has become important in computer science, engineering sciences, and also...
Programme: FP7-IDEAS-ERC
Record Number: 238061
Last updated on: 2018-07-25
Final Report Summary - DASTCO (Developing and Applying Structural Techniques for Combinatorial Objects)
Graphs are mathematical models of the many real-world networks which surround us such as the network of friendships on social media or the interactions between a collection of proteins in biology. Structural graph theory seeks to identify all the graphs with a given desirable...
Programme: FP7-IDEAS-ERC
Record Number: 231529
Last updated on: 2018-06-20
Final Report Summary - MFMF (Market Frictions in Mathematical Finance)
This project investigates the role of frictions in mathematical models of financial markets. It aims at i) developing new theoretical tools for optimization and equilibrium problems involving frictions, ii) solving such problems as explicitly as possible, seeking...
Programme: FP7-IDEAS-ERC
Record Number: 231398
Last updated on: 2018-06-20
Final Report Summary - ESIG (Creating rigorous mathematical and computational tools that can summarise high dimensional data streams in terms of their effects.)
Newton introduced calculus to model the interactions of systems, and introduced simple examples of controlled differential systems. However, as the number of interacting elements increases the trajectories become “rough” and too complex to model on normal scales using...
Programme: FP7-IDEAS-ERC
Record Number: 231397
Last updated on: 2018-06-20
Final Report Summary - DLGAPS (Dynamics of Lie group actions on parameter spaces)
New results have been obtained which further our understanding of translation surfaces (including illumination problems) and dynamics on them, and diophantine approximation on fractals. The proofs of these results involve the study of dynamics of Lie group actions on parameter...
Programme: FP7-IDEAS-ERC
Record Number: 229030
Last updated on: 2018-05-11
Final Report Summary - RIGIDITY (Rigidity: Groups, Geometry and Cohomology)
The project "Rigidity" has led to new discoveries in pure mathematics. In particular, new paradoxical decompositions have been discovered, and others have been rules out. Paradoxical decompositions are a form of surprising "miraculous" duplication of objects which occur in...
Programme: FP7-IDEAS-ERC
Record Number: 229032
Last updated on: 2018-05-11
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List retrieved on: 2018-09-20
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