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A Reduced-Order Extrapolating Finite Difference Iterative Scheme for 2D Generalized Nonlinear Sine-Gordon Equation

机译：2D广义非线性正弦戈登方程的下降推销有限差分迭代方案

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Hong Xia;
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1. A Reduced-Order Extrapolating Finite Difference Iterative Scheme for 2D Generalized Nonlinear Sine-Gordon Equation [J] . Hong Xia, Fei Teng, Zhendong Luo Applied and Computational Mathematics . 2018,第1期

机译：二维广义非线性Sine-Gordon方程的降阶外推有限差分迭代方案
2. A reduced-order extrapolated finite difference iterative scheme based on POD method for 2D Sobolev equation [J] . Luo Zhendong, Teng Fei Applied mathematics and computation . 2018,第期

机译：基于POD方法对2D SoboLev等式的降低的外推有限差分迭代方案
3. A POD reduced-order finite difference time-domain extrapolating scheme for the 2D Maxwell equations in a lossy medium [J] . Luo Zhendong, Gao Junqiang Journal of Mathematical Analysis and Applications . 2016,第1期

机译：有损介质中二维Maxwell方程的POD降阶有限差分时域外推法
4. Finite Volume - Finite Difference Scheme for the Solution of 2D Extended Boussinesq Equations [C] . Mara Tonelli, Marco Petti The proceedings of the eighteenth (2008) international offshore and polar engineering conference (ISOPE-2008) . 2008

机译：有限体积-二维扩展Boussinesq方程解的有限差分格式
5. Generalized finite-difference time-domain schemes for solving nonlinear Schrödinger equations [D] . Moxley, Frederick Ira, III 2013

机译：求解非线性Schrödinger方程的广义时差有限域格式
6. Implicit finite-difference schemes, based on the Rosenbrock method, for nonlinear Schrödinger equation with artificial boundary conditions [O] . Vyacheslav A. Trofimov, Evgeny M. Trykin 2012

机译：基于Rosenbrock方法的含人工边界条件的非线性Schrödinger方程的隐式有限差分格式
7. A REDUCED-ORDER EXTRAPOLATION SPECTRAL-FINITE DIFFERENCE SCHEME BASED ON THE POD METHOD FOR 2D SECOND-ORDER HYPERBOLIC EQUATIONS [O] . Zhendong Luo, Shiju Jin 2017

机译：基于2D二阶双曲线方程POD方法的减少的外推光谱有限差分方案

A Reduced-Order Extrapolating Finite Difference Iterative Scheme for 2D Generalized Nonlinear Sine-Gordon Equation

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