A priori and a posteriori error estimates of a $\mathcal C^0$-in-time method for the wave equation in second order formulation

Documenti analoghi

• A posteriori error analysis and adaptivity of a space-time finite element method for the wave equation in second order formulation
  di: Dong, Zhaonan, et al.
  Pubblicazione: (2025)
• Maximum-norm a posteriori error bounds for parabolic equations discretised by the extrapolated Euler method in time and FEM in space
  di: Linß, Torsten, et al.
  Pubblicazione: (2024)
• High order Lagrange-Galerkin methods for the conservative formulation of the advection-diffusion equation
  di: Bermejo, Rodolfo, et al.
  Pubblicazione: (2024)
• A high-order nodally bound-preserving and mass-conservative method for linear fourth-order elliptic problems and its applications to nonlinear parabolic equations
  di: Shen, Jie, et al.
  Pubblicazione: (2026)
• Multi-goal-oriented anisotropic error control and mesh adaptivity for time-dependent convection-dominated problems
  di: Bause, Markus, et al.
  Pubblicazione: (2025)