A convergent boundary-condition conforming adaptive spline-based finite element method for the bi-Laplace operator
We establish the convergence of an adaptive spline-based finite element method of a fourth order elliptic problem.
math.NA↗
arXiv subjects
Ibrahim Al Balushi
Publications and source records attributed to Ibrahim Al Balushi.
A quasi-optimal adaptive spline-based finite element method for the bi-Laplace operator using Nitsche's method
We establish the convergence of an adaptive spline-based finite element method of a fourth order elliptic problem with weakly-imposed Dirichlet boundary conditions using polynomial B-splines.
math.NA↗
A convergent adaptive spline based finite element method for the biLaplace operator using Nitsches method
We establish the convergence of an adaptive spline-based finite element method of a fourth order elliptic problem with weakly imposed Dirichlet boundary conditions using polynomial Bsplines.
math.NA↗