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2. Introduction

4. Well-Balanced Methods for Compressible Euler Equations with Gravitational Force that Preserve Transonic Stationary Solutions

5. Finding an Approximate Riemann Solver via Relaxation: Concept and Advantages

6. A Discrete Velocity Numerical Scheme for the 2D Bitemperature Euler System

10. Unveiling the Potential Use of Euler Equations in the Utility Additive Analysis for Mass Appraisal

11. On the Resolution of Approximation Errors on an Ensemble of Numerical Solutions

12. High Order Scheme for Numerical Simulation of an Oblique Shock Over a Ramp

13. Hydrodynamic Models

14. A New High-Resolution Flux-Corrected Algorithm for the 1-D Euler Equations of Gas Dynamics

15. On a Nonlinear Approach to Uncertainty Quantification on the Ensemble of Numerical Solutions

17. A Generalised Serre-Green-Naghdi Equations for Variable Rectangular Open Channel Hydraulics and Its Finite Volume Approximation

18. An Introduction to Uncertainty Quantification for Kinetic Equations and Related Problems

19. Consistent Internal Energy Based Schemes for the Compressible Euler Equations

20. A Comparison of the Richardson Extrapolation and the Approximation Error Estimation on the Ensemble of Numerical Solutions

25. A Posteriori Error Estimation via Differences of Numerical Solutions

27. Verification on the Ensemble of Independent Numerical Solutions

28. A Class of Staggered Schemes for the Compressible Euler Equations

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