Article
Open Access
Error Bounds for Finite Element Methods with Generalized Cubic Splines for a 4-th Order Ordinary Differential Equation with Nonsmooth Data
-
A. Zlotnik
and
O. Kireeva
Published/Copyright:
January 1, 2009
Received: 2009-02-17
Revised: 2009-04-26
Accepted: 2009-05-30
Published Online: 2009
Published in Print: 2009
© Institute of Mathematics, NAS of Belarus
Articles in the same Issue
- The Determinant Method for Nonselfadjoint Singular Sturm — Liouville Problems
- Method of Lines Approximations to Cauchy Problems for Elliptic Equations in Two Dimensions
- A Defect Correction Method for the Evolutionary Convection — Diffusion Problem with Increased Time Accuracy
- Numerical Solution of Systems of Singularly Perturbed Differential Equations
- Error Estimates on Arbitrary Grids for a 2nd-order Mimetic Discretization of Boundary-value Problems for Linear Odes
- Error Bounds for Finite Element Methods with Generalized Cubic Splines for a 4-th Order Ordinary Differential Equation with Nonsmooth Data
Keywords for this article
4-th order ordinary differential equation;
nonsmooth data;
generalized cubic splines;
finite element method;
error bounds;
superconvergence
Creative Commons
BY-NC-ND 4.0
Articles in the same Issue
- The Determinant Method for Nonselfadjoint Singular Sturm — Liouville Problems
- Method of Lines Approximations to Cauchy Problems for Elliptic Equations in Two Dimensions
- A Defect Correction Method for the Evolutionary Convection — Diffusion Problem with Increased Time Accuracy
- Numerical Solution of Systems of Singularly Perturbed Differential Equations
- Error Estimates on Arbitrary Grids for a 2nd-order Mimetic Discretization of Boundary-value Problems for Linear Odes
- Error Bounds for Finite Element Methods with Generalized Cubic Splines for a 4-th Order Ordinary Differential Equation with Nonsmooth Data
