4 European Projects Found
Searched on 125080 European Projects
FINISHED
Entropy formulation of evolutionary phase transitions (ENTROPHASE)
Start date: Apr 1, 2011, End date: Mar 31, 2017,
The ground-breaking nature of the project relies on the possibility of opening new horizonswith a novel mathematical formulation of physical problems.The project aim is indeed to obtain relevant mathematical results in order toget further insight into new models for phase transitions and thecorresponding evolution PDE systems. The new approach presented here turnsout to be particularly helpful wi ...
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3
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Elliptic Pdes and Symmetry of Interfaces and Layers for Odd Nonlinearities (EPSILON)
Start date: Jan 1, 2012, End date: Dec 31, 2016,
The scope of this project is to perform an analytical study of the geometric properties of the interafaces arising in the scalar Ginzburg-Landau-Allen-Cahn equation, with particular attention to possible 1D symmetries.Also, we would like to analyze the cases in which the operator is singular, degenrate, subelliptic or fractional and to obtain results for PDEs in manifold and in inverse overdetermi ...
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3
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Ordered Algebraic Structures in Game Theory (OASIG)
Start date: Nov 1, 2014, End date: Oct 31, 2016,
"The main goal of this project is to study ordered algebraic structures with regard to their applications in game theory. Theory of Riesz spaces, groups, and MV-algebras provide the tools necessary for modeling important aspects of mathematical games, such as economic rationality, strategic invariance, or fairness. This is already witnessed by many parts of game theory: for example, Aumann-Shapley ...
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1
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String theory and noncommutative geometry (STRING)
Start date: Jun 1, 2009, End date: May 31, 2013,
"I am interested in various algebraic-geometric aspects of string theory and its implications for gravity, cosmology or gauge theories. I am investigating how different kinds of algebraic structures (e.g. Lie groups, Hopf algebras, supersymmetry, and their deformations appearing in noncommutative geometry) act as symmetries of different physical models.My main research topic is the study of applic ...
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