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Stability analysis of periodic orbits in the framework of Galerkin approximat...
In dynamical systems, when periodic orbits are derived using approximation methods and more specifically Galerkin weighted residuals, their stability analysis usually... -
Feel++: A Computational Framework for Galerkin Methods and Advanced Numerical...
CEMRACS'11: Multiscale Coupling of Complex Models in Scientific Computing -
Numerical tensile test on a mushy zone sample
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Analysis of a numerical benchmark for columnar solidification of binary alloys
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A Meyers type regularity result for approximations of second order elliptic o...
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Advances in Feel++: a domain specific embedded language in C++ for partial di...
MS404-1 Automation of computational modeling by advanced software tools and techniques -
MsFEM à la Crouzeix-Raviart for Highly Oscillatory Elliptic Problems
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Investment and upgrade in distributed generation under uncertainty
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Hindered settling of sand-mud flocs mixtures: From model formulation to numer...
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On some elliptic problems ok Kirchhoff-type and fluid dynamics
This thesis consists of two independent parts. The first is devoted to the study of some elliptic problems of Kirchhoff-type in the following form : -M(ʃΩNul² dx) Δu =... -
A discontinuous Galerkin method for a model arising from stratigraphy
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