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Discrete minimum and maximum principles for finite element approximations of non-monotone elliptic equations

机译：非单调椭圆方程有限元逼近的离散最小和最大原理

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Ansgar Jüngel; Andreas Unterreiter;
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年度 2009
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1. Discrete minimum and maximum principles for finite element approximations of non-monotone elliptic equations [J] . Jungel A, Unterreiter A Numerische Mathematik . 2005,第3期

机译：非单调椭圆方程有限元逼近的离散最小和最大原理
2. Discrete minimum and maximum principles for finite element approximations of non-monotone elliptic equations [J] . Ansgar Jüngel, Andreas Unterreiter Numerische Mathematik . 2005,第3期

机译：非单调椭圆方程组有限元逼近的离散最小和最大原理
3. Maximum principles for P1-conforming finite element approximations of Quasi-Linear second order elliptic equations [J] . Wang J., Zhang R. SIAM Journal on Numerical Analysis . 2012,第2期

机译：拟线性二阶椭圆方程的P1相容有限元逼近的最大原理
4. On Weakening Conditions for Discrete Maximum Principles for Linear Finite Element Schemes [C] . Antti Hannukainen, Sergey Korotov, Tomas Vejchodsky International Conference on Numerical Analysis and Its Applications . 2009

机译：关于线性有限元方案离散最大原理的弱化条件
5. Analysis and finite element approximations of stochastic optimal control problems constrained by stochastic elliptic partial differential equations [D] . Lee, Jangwoon 2008

机译：随机椭圆偏微分方程约束的随机最优控制问题的分析和有限元逼近
6. High accuracy finite difference approximation to solutions of elliptic partial differential equations [O] . Robert E. Lynch, John R. Rice 1978

机译：椭圆型偏微分方程解的高精度有限差分近似
7. Maximum Principles for $P1$-Conforming Finite Element Approximations of Quasi-linear Second Order Elliptic Equations [O] . Junping Wang, Ran Zhang 2012

机译：$ P1 $的最大原理 - 准线性二阶椭圆方程的概述逼近的有限元近似
8. Finite-Element Approximation and Iterative Solution of a Class of Mildly Nonlinear Elliptic Equations. STAN-CS-78-674 [R] . Chan, T., Glowinski, R. 1978

机译：一类弱非线性椭圆型方程的有限元逼近及迭代解。 sTaN-Cs-78-674

Discrete minimum and maximum principles for finite element approximations of non-monotone elliptic equations

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