Ελληνικά

Research & Development Programs

B. Completed Projects

Coordination of Projects
BIONUM

Title: Advanced Numerical Techniques (2011 - 2014)

Funding Framework: Post Doctoral support programme, Greek Secretariat of Research.

Description: Advanced Numerical Techniques for Reaction-Diffusion-Convection Models in Biology

ASMOPH

Title: Analysis, stochastics and simulations of models for phase change (2012 - 2015)

Funding Framework: Grant “Aristeia", Greek Secretariat of Research, ARISTEIA-ΣΠΑ-00086

Description: Analysis, stochastics and simulations of models for phase change

ADAPTIVES

Title: Algorithmic Development and Analysis of Pioneer Techniques for Imaging with waVESs (2010 - 2015)

Funding Framework: EU/European Research Council, Starting Independent Research Grand, ERC-StG, #239959

Description: Waves are been used for the detection and imaging of objects for many years. We all know the radar, which uses electromagnetic waves, the sonar that is based on acoustic waves, and medical ultrasound . In most of these applications the materials encountered in practice are often complex and their properties are not known - and cannot be estimated - in every detail. We, therefore, model the propagation medium as a random process for which we know some statistical properties. Our goal is to solve the imaging problem in a regime where multipathing due to the heterogeneities is important. The challenge is to produce reliable, i.e., statistically stable, results, especially when there is no a priori knowledge about the propagation medium. Recently we have developed a coherent interferometric imaging methodology (CINT) that produces statistically stable results in noisy environments. CINT is designed for imaging with partially coherent array data recorded in richly scattering media. It uses statistical smoothing techniques to obtain results that are independent of the random medium realization. In the project ADAPTIVES we aim to extend this methodology along two complementary directions: novel types of applications (such as underwater acoustics and seismic imaging), and further mathematical and numerical development so as to assess and extend its range of applicability

http://www.tem.uoc.gr/~tsogka/adaptives.htm

MaNEqui

Title: Mathematical studies on critical nonequilibrium phenomena via mean field theories and theories of nonlinear partial differential equations (2010 - 2014)

Funding Framework: EU Marie-Curie International Research Staff Exchange Scheme, MC-IRSES-2009-247486 MaNEq

Description: Mathematical studies on critical nonequilibrium phenomena via mean field theories and theories of nonlinear partial differential equations

MuSAPH

Title: Multi-Scale Analysis of Models for Phase Change (2007 - 2011)

Funding Framework: EU Marie-Curie International Reintegration Grant, 2007-2011. MIRG-CT-2007-200526

Description: Multi-Scale Analysis of Models for Phase Change

CII-RMA

Title: Coherent and incoherent imaging in random media and applications (2007 - 2011)

Funding Framework: SP3-People/IRG European FP7 Marie Curie International Reintegration Grant MIRG-CT-2007-203438

Description: Coherent and incoherent imaging in random media and applications

HI-CG

Title: Mathematical strategies towards hierchical coarse-graing of multiscale systems (2007 - 2009)

Funding Framework: Framework: 6-th FP6-517911

Description: Mathematical strategies towards hierchical coarse-graing of multiscale systems

DE with Applications to Science and Engineering

Title: Differential Equations with Applications to Science and Engineering (2006 - 2010)

Funding Framework: European Union Early Stage Training project

Description: Differential Equations with Applications to Science and Engineering

MGCM

Title: Mechanotaxis in the guidance of cancer metastasis (2006 - 2008)

Funding Framework: FP6, European Commission, Marie Curie International Reintegration Grants (MIRG-CT-2006-044992)

Description: The MGCM project offered a comprehensive and multidisciplinary investigation into the understanding of cancer cell mechanosensing, specifically as it pertains to metastasis Read more

http://thales.iacm.forth.gr/~emilona/MGCM.html

DEASE

Title: Differential Equations in Applied Sciences & Engineering ( (2005 - 2009)

Funding Framework: Marie Curie Actions: Early Stage Training MEST-CT-2005-021122

Budget: 1.500.000

Description: Differential Equations in Applied Sciences & Engineering (MEST-CT-2005-021122)

M3CS-TU TH

Title: Modelling, mathematical methods and computer simulation in tumor growth and therapy (2004 - 2008)

Funding Framework: 6th Framework Programme (MRTN-Ct-2004-503661)

Description: Modelling, mathematical methods and computer simulation in tumor growth and therapy (MRTN-Ct-2004-503661)

MCWAVE

Title: Modeling and computations in wave propagation (2002 - 2006)

Funding Framework: 6th Framework Programme (HPMD-CT-2001-00121)

Description: Modeling and computations in wave propagation (HPMD-CT-2001-00121)

FRONTS AND SINGULARITIES

Title: Nonlinear partial differential equations describing propagation and other singular phenomena (2002 - )

Funding Framework: 6th Framework Programme (HPRN-CIG-2002-00274)

Description: Nonlinear partial differential equations describing propagation and other singular phenomena (HPRN-CIG-2002-00274)