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Finite difference methods for second order in space, first order in time hyperbolic systems and the linear shifted wave equation as a model problem in numerical relativity

机译：空间二阶有限差分方法，一阶时间双曲系统和线性位移波动方程作为数值相对论的模型问题

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Chirvasa, M.; Husa, S.;
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年度 2010
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1. Finite difference methods for second order in space, first order in time hyperbolic systems and the linear shifted wave equation as a model problem in numerical relativity [J] . Chirvasa M., Husa S. Journal of Computational Physics . 2010,第7期

机译：空间二阶，时间双曲系统的一阶有限差分方法和线性位移波方程作为数值相对论中的模型问题
2. Numerical methods for nonlinear second-order hyperbolic partial differential equations. I. Time-linearized finite difference methods for 1-D problems [J] . Ramos JI Applied mathematics and computation . 2007,第1期

机译：非线性二阶双曲型偏微分方程的数值方法。 I.一维问题的时间线性化有限差分方法
3. NUMERICAL SOLUTION OF NON-LINEAR COUPLED SYSTEM OF HYPERBOLIC PARTIAL DIFFERENTIAL EQUATIONS BY θ- FINITE DIFFERENCE METHOD [J] . MOHMED H. KHABIR, DIAA ELDIN.M. ELGEZOULI Mathematical Theory and Modeling . 2020,第6期

机译：θ-有限差分法通过θ-有限差分方式的非线性偏微分方程非线性耦合系统的数值解
4. Insights of Finite Difference Models of the Wave Equation and Maxwell's Equations into the Geometry of Space-Time [C] . James B. Cole Conference on the nature of light . 2014

机译：波动方程和麦克斯韦方程组的有限差分模型对时空几何学的启示
5. Modelling heterogeneous nonlinear subwavelength systems with the finite difference time domain method. [D] . Pegoraro, Adrian. 2005

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6. Finite Difference Method for Time-Space Fractional Advection–Diffusion Equations with Riesz Derivative [O] . Sadia Arshad, Dumitru Baleanu, Jianfei Huang, 2018

机译：具有RIESZ衍生物的时空分数平流扩散方程的有限差分方法
7. Finite Difference Methods for Second Order in Space, First Order in Time Hyperbolic Systems and the Linear Shifted Wave Equation as a Model Problem in Numerical Relativity [O] . M. Chirvasa, S. Husa 2010

机译：空间二阶，时间双曲型系统中的一阶有限差分方法和作为数值相对论模型问题的线性移位波方程

Finite difference methods for second order in space, first order in time hyperbolic systems and the linear shifted wave equation as a model problem in numerical relativity

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