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Titlebook: Mesh Methods for Boundary-Value Problems and Applications; 13th International C Ildar B. Badriev,Victor Banderov,Sergey A. Lapin Conference

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Cubic Spline on a Bakhvalov Mesh in the Presence of a Boundary Layer,-side error estimates are obtained for a class of functions with an exponential boundary layer. It is proved that the error estimates of traditional spline interpolation are not uniform in a small parameter, and the error itself can increase indefinitely when the small parameter tends to zero at a f
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Simulation of Dynamic Response at Resonant Vibrations of a Plate with a Viscoelastic Damping Coatinhis technique is based on finite element approximations and linear physical equations of a viscoelastic solid. The material of the plate and damping layer is isotropic. It is believed that the plate with the damping layer is deformed according to the classical Kirchhoff–Love hypotheses. A special re
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Design of the Best Linear Classifier for Box-Constrained Data Sets,turally in many real-world areas. We apply a linear separability criterion proposed in J. Optim. Theory Appl. (2012, .). The Minkowski difference of the two data sets allows us to reduce a two-class classification problem to the problem in more easy to solve form. The greatest benefit of this reduct
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Patient-Specific Bone Organ Modeling Using CT Based FEM,erial anisotropy during the integration by using the weight function. The implementation of this method includes the hypothesis of the correlation between the image data values and elastic properties of the material. A modeling of the specimen was based on the use of an eight-node 3D finite element
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Parallel Algorithm for Solving Problem of Electromagnetic Wave Diffraction by a Tooth-Shaped Plate,eveloped using the method of moments with OpenMP and NVIDIA CUDA technologies implementation. The results of numerical modeling of a plane wave diffraction by the symmetrical four-tooth-shaped thin metallic plate is shown. A comparative analysis of the performance for CPU and GPU is carried out. It
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