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The algorithms are then applied to engineering and finance modeling problems, including designing robust optimally informative experiments for dynamic model identification, and a global strategy for options hedging.
We argue that these new algorithms expand the range of potential applications of profile HMMs to many important DNA sequence family modeling problems, including that of searching for and modeling the virus-like transposons that are found in all known genomes.
We apply our equation to solving several surface modeling problems, including surface blending, N-sided hole filling and point interpolating, with G2 continuity.
Several surface modeling problems, including surface denoising, surface blending, hole filling and surface mesh refinement with the G1 continuity, are taken into account.
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The simulation method was verified for various model problems, including a comparison to a semi-analytical solution developed specifically for this purpose.
The merit of the proposed method is demonstrated on a number of one- and two-dimensional model problems including the L2 projection of discontinuous functions, Burgers' equation with a discontinuous source term, transonic flow through a nozzle, and supersonic flow around a bluff body.
The methodology to create such law is detailed and can be applied to any reduced model problem including multi parameters and time consuming simulations.
The simplified model problem includes a steady base jet flow, maintained in the absence of disturbances, superimposed with instability waves that are free to interact nonlinearly.
SVMs have been widely used in the literature to model classification problems including facial expression recognition [27, 33, 34].
The derived results suffer from model-dependency problems including the effects of model biases.
In addition to detailed convergence study, several example problems are presented to show the application of HIFEM for modeling various engineering problems, including woven composites, heterogeneous materials systems, and actively-cooled microvascular systems.
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