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5 papers · 1 filter
Design and analysis of a Schwarz coupling method for a dimensionally heterogeneous problem
Manel Tayachi Pigeonnat, Antoine Rousseau, Eric Blayo +2
In the present work, we study and analyze an efficient iterative coupling method for a dimensionally heterogeneous problem . We consider the case of 2-D Laplace equation with non s…
Locally symmetric submanifolds lift to spectral manifolds
Aris Daniilidis, Jerome Malick, Hristo Sendov
In this work we prove that every locally symmetric smooth submanifold gives rise to a naturally defined smooth submanifold of the space of symmetric matrices, called spectral manif…
Boundary conditions control for a Shallow-Water model
Eugene Kazantsev
A variational data assimilation technique was used to estimate optimal discretization of interpolation operators and derivatives in the nodes adjacent to the rigid boundary. Assimi…
A note on extreme values and kernel estimators of sample boundaries
Stéphane Girard, Pierre Jacob
In a previous paper, we studied a kernel estimate of the upper edge of a two-dimensional bounded set, based upon the extreme values of a Poisson point process. The initial paper "G…
Fusing image representations for classification using support vector machines
Can Demirkesen, Hocine Cherifi
In order to improve classification accuracy different image representations are usually combined. This can be done by using two different fusing schemes. In feature level fusion sc…