Software for visualisation of small objects.
Solides non organisés : définition, implantation et plongement
Solution of a given problem in the back time
Solutions of fourth-order partial differential equations in a noise removal model.
Solutions of some visibility and contour problems in the visualisation of surfaces.
Solving of heat shock on a hybrid system
Some applications of parabolic differential equations of Allen-Cahn type in image processing
Some issues of fuzzy querying in relational databases
Fuzzy logic has been used for flexible database querying for more than 30 years. This paper examines some of the issues of flexible querying which seem to have potential for further research and development from theoretical and practical points of view. More precisely, defining appropriate fuzzy sets for queries, calculating matching degrees for commutative and non-commutative query conditions, preferences, merging constraints and wishes, empty and overabundant answers, and views on practical realizations...
Some problems in modelling of real systems by formalized ones
Some properties of min-wise independent families and groups of permutations.
Some Provably Hard Crossing Number Problems.
Some results in discrete mathematics and digital geometry by Professor Dragan Acketa.
Some variants of Hausdorff distance for word matching
Spanning trees with low crossing number
Stability and consistency of the semi-implicit co-volume scheme for regularized mean curvature flow equation in level set formulation
We show stability and consistency of the linear semi-implicit complementary volume numerical scheme for solving the regularized, in the sense of Evans and Spruck, mean curvature flow equation in the level set formulation. The numerical method is based on the finite volume methodology using the so-called complementary volumes to a finite element triangulation. The scheme gives the solution in an efficient and unconditionally stable way.
Stability of lagrangian duality for nonconvex quadratic programming. Solution methods and applications in computer vision
Stacks, queues and tracks: layouts of graph subdivisions.
Stochastic Lagrangian method for downscaling problems in computational fluid dynamics
This work aims at introducing modelling, theoretical and numerical studies related to a new downscaling technique applied to computational fluid dynamics. Our method consists in building a local model, forced by large scale information computed thanks to a classical numerical weather predictor. The local model, compatible with the Navier-Stokes equations, is used for the small scale computation (downscaling) of the considered fluid. It is inspired by Pope's works on turbulence, and consists in...
Straight-line drawings on restricted integer grids in two and three dimensions.
Strategies for seeing.