Titlebook: Spectral and High Order Methods for Partial Differential Equations ICOSAHOM 2018; Selected Papers from Spencer J. Sherwin,David Moxey,Chris

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Tracy Babb,Per-Gunnar Martinsson,Daniel Appelö a light cycle would be accelerated, while maintaining a very high level of safety. The green period for the phase in which the vehicle was present and the red period for any other traffic lights would be reduced. Thus, the main objective of beam sensors implementation is to reduce the traffic conge

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On the Use of Hermite Functions for the Vlasov–Poisson Systembility test case. The approach uses two independent sets of Hermite functions, based on Gaussian weights symmetrically placed with respect to the zero velocity level. An experimental analysis is conducted to detect a reasonable location of the two weights in order to improve the approximation properties.

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Stabilised Hybrid Discontinuous Galerkin Methods for the Stokes Problem with Non-standard Boundary C given). This increase in polynomial order requires the introduction of stabilising terms, since the finite element pairs used do not guarantee the inf-sup condition. With this motivation, we apply the stabilisation approach to the hybrid discontinuous Galerkin discretisation for the Stokes problem with non-standard boundary conditions.

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RBF Based CWENO Methodd on radial basis function (RBF) interpolation, which is applicable to scattered data. We develop a smoothness indicator, based on RBFs, and CWENO specific weights which depend on the mesh size of the grid to construct an arbitrarily high order RBF-CWENO method. We evaluate the method with multiple examples in one dimension.