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A Constrained Backpropagation Approach to Solving Partial Differential Equations in Non-stationary Environments

机译：一种求解非平稳环境中偏微分方程的约束反向传播方法

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Gianluca Di Muro; Silvia Ferrari;
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年度 2015
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1. A Constrained Backpropagation Approach for the Adaptive Solution of Partial Differential Equations [J] . Neural Networks and Learning Systems, IEEE Transactions on . 2014,第3期

机译：偏微分方程自适应解的约束反向传播方法
2. A constrained integration (CINT) approach to solving partial differential equations using artificial neural networks [J] . Rudd Keith, Ferrari Silvia Neurocomputing . 2015,第maya1期

机译：一种使用人工神经网络求解偏微分方程的约束积分（CINT）方法
3. Application of Adomian decomposition method to solving some kinds of partial differential equations and system of partial differential equations [J] . Justin Mouyedo Loufouilou, Gabriel Bissanga, Bassono Francis, International Journal of Advanced Mathematical Sciences . 2013,第4期

机译：Adomian分解方法在求解某些偏微分方程和偏微分方程组中的应用
4. A constrained backpropagation approach to solving Partial Differential Equations in non-stationary environments [C] . Di Muro, G., Ferrari, S. International Joint Conference on Neural Networks;IJCNN 2009 . 2009

机译：在非平稳环境中求解偏微分方程的约束反向传播方法
5. A Meshless Approach to Solving Partial Differential Equations Using the Finite Cloud Method for the Purposes of Computer Aided Design. [D] . Burke, Daniel Rutherford. 2013

机译：用于计算机辅助设计目的的使用有限云方法求解偏微分方程的无网格方法。
6. A boundary value approach for solving three-dimensional elliptic and hyperbolic partial differential equations [O] . T. A. Biala, S. N. Jator -1

机译：求解非线性椭圆和双曲偏微分方程的边值方法
7. A constrained integration (CINT) approach to solving partial differential equations using artificial neural networks [O] . Rudd Keith, Ferrari Silvia 2015

机译：一种使用人工神经网络求解偏微分方程的约束积分（CINT）方法
8. Overture: an object-oriented software system for solving partial differential equations in serial and parallel environments [R] . Brown, D. L. , Chesshire, G. S. , Henshaw, W. D. , 1997

机译：Overture：一种面向对象的软件系统，用于解决串行和并行环境中的偏微分方程

A Constrained Backpropagation Approach to Solving Partial Differential Equations in Non-stationary Environments

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