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Mathematical Modelling and Simulation of the Cardiovascular System
ID: 227058
Anfangsdatum: 2009-01-01, Enddatum: 2014-06-30
This research project aims at the development, analysis and computer implementation of mathematical models of the cardiovascular system. Our goal is to describe and simulate the anatomic structure and the physiological response of the human cardiovascular system in healthy or...
Programme: FP7-IDEAS-ERC
Record Number: 88929
Last updated on: 2017-05-30
Extremal Combinatorics
[PROJEKT] EC - Extremal Combinatorics
ID: 239696
Anfangsdatum: 2010-01-01, Enddatum: 2015-12-31
Combinatorics forms a challenging and fundamental part of pure mathematics, but is in the happy position of being relatively accessible to a wider audience. One of its most exciting and rapidly developing branches is Extremal Combinatorics, which has a wide range of direct ap...
Programme: FP7-IDEAS-ERC
Record Number: 93222
Last updated on: 2017-05-25
Tropical Geometry
[PROJEKT] TROPGEO - Tropical Geometry
ID: 247286
Anfangsdatum: 2010-01-01, Enddatum: 2014-12-31
The goal of this project is to develop Tropical Geometry, a newly emerging kind of algebraic geometry. It is expected to be more powerful than Classical Geometry in a range of applications (particularly in Physics-minded applications). In the same time it is significantly sim...
Programme: FP7-IDEAS-ERC
Record Number: 93590
Last updated on: 2017-05-25
New Advances through the boundaries of Poisson Geometry
ID: 279729
Anfangsdatum: 2011-09-01, Enddatum: 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
Graph Theory: Colourings, flows, and decompositions
ID: 320812
Anfangsdatum: 2013-02-01, Enddatum: 2018-01-31
Graph theory is a relatively new branch of mathematics. Early sources of inspiration are Kirchhoff’s theory of electrical networks and the 4-color problem, both from the 19th century. In the 20th century graph theory was one of the most rapidly growing branches of mathematics...
Programme: FP7-IDEAS-ERC
Record Number: 106929
Last updated on: 2015-10-23
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
Final Report Summary - STACKSRTFPERIODS (Stacks in Representation Theory, Relative Trace Formula and analysis of  Automorphic Periods)
ERC project. Stacks in Representation Theory, Relative Trace Formula and analysis of Automorphic Periods. In the original proposal Bernstein suggested a method to establish convexity and subconvexity bounds for several kinds of automorphic periods. The main idea was that...
Programme: FP7-IDEAS-ERC
Record Number: 226764
Last updated on: 2018-05-02
Final Report Summary - FANTAST (Frontiers of Analytic Number Theory And Selected Topics)
Diophantine equations are systems of polynomial equations with rational coefficients. Even very simple equations can mask a rich arithmetic structure that can be very difficult to penetrate. Nonetheless a suitable blend of analytic and algebro-geometric tools can sometimes be...
Programme: FP7-IDEAS-ERC
Record Number: 226686
Last updated on: 2018-05-02
Final Report Summary - NONARCOMP (From complex to non-archimedean geometry)
The main aim of the project was to bring together two seemingly different geometries, namely the classical study of complex analytic varieties and its non-Archimedean analog, that is the study of analytic varieties defined over fields endowed with a norm satisfying the strong...
Programme: FP7-IDEAS-ERC
Record Number: 226668
Last updated on: 2018-05-02
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List retrieved on: 2018-05-24
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