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A computational approach for solution of one dimensional parabolic partial differential equation with application in biological processes

机译：一维抛物线偏微分方程求解的计算方法及其在生物过程中的应用

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Arora Geeta; Joshi Varun;
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1. Numerical Solution for One Dimensional Linear Types of Parabolic Partial Differential Equation and Application to Heat Equation [J] . Kedir Aliyi Koroche Mathematics and Computer Science . 2020,第4期

机译：抛物线局部微分方程一维线性类型的数值解及热方程的应用
2. Solutions of the Zakharov-Kuznetsov, Helmholtz and one-dimensional nonhomogeneous parabolic partial differential equations using differential transformation method (DTM) [J] . Weifan Wang, Zhenzhen Yu International journal of contemporary mathematical sciences . 2009,第33a36期

机译：Zakharov-Kuznetsov，Helmholtz和一维非齐次抛物型偏微分方程的微分变换方法（DTM）的解
3. An energy approach to the solution of partial differential equations in computational mechanics via machine learning: Concepts, implementation and applications [J] . Samaniego E., Anitescu C., Goswami S., Computer Methods in Applied Mechanics and Engineering . 2020,第Apra15期

机译：通过机器学习解决计算力学中偏微分方程的能量方法：概念，实现和应用
4. The Similarity Finite Difference Solutions for Two-Dimensional Parabolic Partial Differential Equations via SOR Iteration [C] . N. A. M. Ali, J. Sulaiman, A. Saudi, International Conference on Computational Science and Technology . 2020

机译：通过SOR迭代的二维抛物线局部微分方程的相似性有限差分解
5. Computational geometry techniques for two-dimensional and three-dimensional unstructured mesh generation with application to the solution of divergence form partial differential equations. [D] . LaBarre, Robert Eugene. 1992

机译：用于二维和三维非结构化网格生成的计算几何技术及其在散度解中的应用，形成了偏微分方程。
6. ON A NEW APPROACH TO THE COMPUTATIONAL SOLUTION OF PARTIAL DIFFERENTIAL EQUATIONS [O] . Richard Bellman, Robert Kalaba, Bella Kotkin 1962

机译：偏微分方程计算解的一种新方法
7. Computational and algorithmic techniques for the solution of elliptic and parabolic partial differential equations in two and three space dimensions [O] . Lipitakis Elias A. 1978

机译：求解二维和三维空间椭圆和抛物型偏微分方程的计算和算法技术
8. Application of a New Approach to the Computational Solution of a System of Two Non-Linear Partial Differential Equations [R] . Bellman, R., Kalaba, R., Kotkin, B. 1964

机译：一种新的方法在两个非线性偏微分方程组的计算解中的应用

A computational approach for solution of one dimensional parabolic partial differential equation with application in biological processes

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