Pages that link to "Item:Q2302381"
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The following pages link to Superconvergence of high order finite difference schemes based on variational formulation for elliptic equations (Q2302381):
Displaying 10 items.
- On the monotonicity and discrete maximum principle of the finite difference implementation of \(C^0\)-\(Q^2\) finite element method (Q777500) (← links)
- On the supraconvergence of elliptic finite difference schemes (Q1294518) (← links)
- \(H^1\)-super-convergence of center finite difference method based on \(P_1\)-element for the elliptic equation (Q1634142) (← links)
- A bound-preserving high order scheme for variable density incompressible Navier-Stokes equations (Q2123970) (← links)
- Superconvergence of \(C^0-Q^k\) finite element method for elliptic equations with approximated coefficients (Q2291920) (← links)
- Positivity preserving temporal second-order spatial fourth-order conservative characteristic methods for convection dominated diffusion equations (Q6072944) (← links)
- Accuracy of Spectral Element Method for Wave, Parabolic, and Schrödinger Equations (Q6172659) (← links)
- A preconditioned alternating minimization framework for nonconvex and half quadratic regularization (Q6587563) (← links)
- On the monotonicity of \(Q^3\) spectral element method for Laplacian (Q6662577) (← links)
- A simple GPU implementation of spectral-element methods for solving 3D Poisson type equations on rectangular domains and its applications (Q6670108) (← links)
