Pages that link to "Item:Q4637575"
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The following pages link to CWENO: Uniformly accurate reconstructions for balance laws (Q4637575):
Displaying 18 items.
- High-Order Runge-Kutta Discontinuous Galerkin Methods with a New Type of Multi-Resolution WENO Limiters on Tetrahedral Meshes (Q5163216) (← links)
- High Order Discretely Well-Balanced Methods for Arbitrary Hydrostatic Atmospheres (Q5163888) (← links)
- Semi-Conservative Finite Volume Schemes for Conservation Laws (Q5230602) (← links)
- Optimal Definition of the Nonlinear Weights in Multidimensional Central WENOZ Reconstructions (Q5235478) (← links)
- Numerical boundary control for semilinear hyperbolic systems (Q6051289) (← links)
- Multidimensional WENO-AO reconstructions using a simplified smoothness indicator and applications to conservation laws (Q6053013) (← links)
- A class of ENO schemes with adaptive order for solving hyperbolic conservation laws (Q6060757) (← links)
- A new type of weighted compact nonlinear scheme with minimum dispersion and adaptive dissipation for compressible flows (Q6093435) (← links)
- Continuous limits of residual neural networks in case of large input data (Q6098879) (← links)
- Semi-conservative high order scheme with numerical entropy indicator for intrusive formulations of hyperbolic systems (Q6107092) (← links)
- A conservative semi-Lagrangian method for inhomogeneous Boltzmann equation (Q6187613) (← links)
- A New Well-Balanced Finite Volume CWENO Scheme for Shallow Water Equations over Bottom Topography (Q6188655) (← links)
- Quinpi: integrating stiff hyperbolic systems with implicit high order finite volume schemes (Q6608345) (← links)
- Hyperbolic balance laws: interplay between scales and randomness. Abstracts from the workshop held February 25 -- March 1, 2024 (Q6613413) (← links)
- A conservative a-posteriori time-limiting procedure in Quinpi schemes (Q6613482) (← links)
- The ADER approach for approximating hyperbolic equations to very high accuracy (Q6613488) (← links)
- High-order well-balanced finite volume schemes for 1d and 2d shallow-water equations with variable bathymetry and Coriolis forces (Q6613544) (← links)
- A modified fifth-order WENO-Z scheme based on the weights of the reformulated adaptive order WENO scheme (Q6660599) (← links)
