An analysis of a certain linear first order partial differential equation rac{partial z}{partial x}+f(x,y)rac{partial z}{partial y}=0 by means of topology

T. Oepomo

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An analysis of a certain linear first order partial differential equation rac{partial z}{partial x}+f(x,y)rac{partial z}{partial y}=0 by means of topology

机译：一阶线性一阶偏微分方程 frac { partial z} { partial x} + f（x，y） frac { partial z} { partial y} = 0的拓扑分析

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来源
《International mathematical forum》 |2007年第68期|共页
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T. Oepomo;
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中图分类数学;
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入库时间 2022-08-18 10:21:11

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1. An analysis of a certain linear first order partial differential equation rac{partial z}{partial x}+f(x,y)rac{partial z}{partial y}=0 by means of topology [J] . T. Oepomo International mathematical forum . 2007,第65a68期

机译：一阶线性一阶偏微分方程 frac { partial z} { partial x} + f（x，y） frac { partial z} { partial y} = 0的拓扑分析
2. Probabilistic representation of fundamental solutions to $rac{partial u}{partial t} = κ_m rac{partial^m u}{partial x^m}$ [J] . Orsingher Enzo, DOvidio Mirko Electronic Communications in Probability . 2012,第3期

机译：$ frac { partial u} { partial t} =κ_m frac { partial ^ m u} { partial x ^ m} $的基本解的概率表示
3. Probabilistic approach for nonlinear partial differential equations and stochastic partial differential equations with Neumann boundary conditions [J] . Ren Jiagang, Wu Jing Journal of Mathematical Analysis and Applications . 2019,第1期

机译：Neumann边界条件的非线性偏微分方程和随机偏微分方程的概率方法
4. An Application for Nonlinear Partial Differential Equations Involving Mixed Partial Derivatives by Laplace Substitution Method [C] . S. S. Handibag, B.D. Karande International Conference on Mathematical Problems in Engineering and Aerospace Sciences . 2014

机译：拉普拉斯替代方法涉及混合局部衍生物的非线性局部微分方程的应用
5. Analysis and approximation of linear and nonlinear partial differential equations: Boundary layers, atmospheric equations, change of phase. [D] . Hong, Youngjoon. 2015

机译：线性和非线性偏微分方程的分析和逼近：边界层，大气方程，相变。
6. Colloquium PaperNonlinear partial differential equations and applications: Some nonlinear elliptic equations from geometry [O] . YanYan Li 2007

机译：非线性偏微分方程及其应用：几何学中的一些非线性椭圆方程
7. On the elementary interactions for the quasilinear wave equation $$rac{{partial gamma }}{{partial t}} - rac{{partial v}}{{partial x}} = 0$$ and $$rac{{partial v}}{{partial t}} - rac{{partial sigma left( gamma ight)}}{{partial x}} = 0$$ [O] . Jim Greenberg 1971

机译：关于拟线性波动方程和方程的基本相互作用
8. Lyapunov stability for partial differential equations. Part 1 - Lyapunov stability theory and the stability of solutions to partial differential equations. Part 2 - Contraction groups and equivalent norms [R] . Buis, G. R., Eisen, M. M., Vogt, W. G. 1968

机译：偏微分方程的Lyapunov稳定性。第1部分 - Lyapunov稳定性理论和偏微分方程解的稳定性。第2部分 - 收缩组和等效规范

An analysis of a certain linear first order partial differential equation rac{partial z}{partial x}+f(x,y)rac{partial z}{partial y}=0 by means of topology

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