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An inverse halftoning algorithm is used to convert the dithered version of the picture into a good-quality multi-level approximation of the original content.
The second level approximation is a Gauss Newton quadratic approximation in fibre angle space.
Multi-level B-spline approximation technique is also used to circumvent a tradeoff between smoothness and accuracy.
In this work, a Co-Kriging method which expands the usual two-level to multi-level multi-fidelity is proposed to improve the approximation accuracy.
In this paper, we propose a frozen Gaussian approximation (FGA -based multi-level particle swarm optimization (MLPSO) method FGA -basedc inversion of high-frequency wave data.
Finally, it is shown that the high approximation power of the multi-level hp-scheme also carries over to curved geometries common in engineering practice without a significant detrimental effect on the conditioning of the stiffness matrix.
Hard real-time approximation of distributed contact forces uses multi-level progressive point-contact sampling, and exploits temporal coherence, graceful degradation and other optimizations.
By employing a simplified multi-level assessment approach that has been previously derived at Imperial College, grillage-type approximations are obtained and used to examine the floor dynamic behaviour for the various column removal cases.
The multi-level hp-formulation recently introduced for two-dimensional applications–aims at alleviating thp-formulation recentlyut compromintroducedapproximation quality.
In this work, we study the approximation of the dynamics of the Anderson-Holstein model, as a model of multi-level open quantum system, by Redfield and Lindblad equations.
In this work, we study the approximation of the dynamics of the Anderson-Holstein model, as a model of the multi-level open quantum system, by Redfield and Lindblad equations.
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