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5 European Projects Found

Searched on 125080 European Projects

 FINISHED 

Finite Element Exterior Calculus and Applications (FEEC-A)

Start date: Feb 1, 2014, End date: Jan 31, 2019,

"The finite element method is one of the most successful techniques for designing numerical methods for systems of partial differential equations (PDEs). It is not only a methodology for developing numerical algorithms, but also a mathematical framework in which to explore their behavior. The finite element exterior calculus (FEEC) provides a new structure that produces a deeper understanding of t ...
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 FINISHED 

Noncommutative geometry and quantum groups (NCGQG)

Start date: Jan 1, 2013, End date: Dec 31, 2017,

"The goal of the project is to make fundamental contributions to the study of quantum groups in the operator algebraic setting. Two main directions it aims to explore are noncommutative differential geometry and boundary theory of quantum random walks.The idea behind noncommutative geometry is to bring geometric insight to the study of noncommutative algebras and to analyze spaces which are beyond ...
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Structure and scaling in computational field theories (STUCCOFIELDS)

Start date: Jan 1, 2012, End date: Dec 31, 2016,

"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 well-posedness. Mimicking them in the discretizations seems equally important to get reliable results.This project will co ...
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 FINISHED 

EU-Ukrainian Mathematicians for Life Sciences (EUMLS)

Start date: Apr 1, 2012, End date: Mar 31, 2016,

"The goal of the project is to establish a structured and sustainable research partnership of mathematicians working on applications in life sciences, consisting of researchers from Ukraine as an eligible ICPC country and several research groups from EU member states and associated countries (MS/AC).There is a sizable – but currently still unstructured – group of Ukrainian researchers from various ...
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 FINISHED 
"For almost all kinds of dynamic systems modeling real processes in nature or society, most of the mathematical models we can formulate are - at best - inaccurate, and subject to random fluctuations and other types of ""noise"". Therefore it is important to be able to deal with such noisy models in a mathematically rigorous way. This rigorous theory is stochastic analysis. Theoretical progress in ...
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