论文标题
对第四阶椭圆形变异不平等的新离散分析
A new Discrete Analysis Of Fourth Order Elliptic Variational Inequalities
论文作者
论文摘要
本文将梯度离散法（GDM）应用于第四阶椭圆形变异不平等。 GDM提供了误差估计值和几种数值方法的完整收敛分析的新公式。我们表明融合是无条件的。数据的经典假设仅足以建立收敛结果。这些结果适用于所有方案属于GDM的框架。
This paper applies the gradient discretisation method (GDM) for fourth order elliptic variational inequalities. The GDM provides a new formulation of error estimates and a complete convergence analysis of several numerical methods. We show that the convergence is unconditional. Classical assumptions on data are only sufficient to establish the convergence results. These results are applicable for all schemes fall in the framework of GDM.
