Explicit solutions of differential equations of complex fractional orders with respect to functions and with continuous variable coefficients are established. The representations of solutions are given in terms
An explicit solution for tho transition matrix of a class of functional differential equations ia found in the form of an infinite series. Methods are given showing how to find the coefficients of this infinite series in the form of a recursive formula, or in the form of a tree structure. ...
[42] presented the explicit analytical solutions of the one-dimensional fractional differential equations in uncertain environment using Riemann-Liouville (R-L) H-differentiability. This solution is represented in terms of MLF. This technique is an extension of the concept of the fuzzy R-L ...
1-1DifferentialEquationsinSciencesandEngineering 1、微分方程(differentialequations):含有导数（derivatives)或者微分（differential）的方程。注：a、微分方程(differentialequations)与代数方程(algebraicequation区别：derivativesordifferentialb、微分方程中未知函数的导数或微分必不可少 •Page2:（chaos视频）关于理科问题的...
For this equation, you can take a single derivative to obtain the explicit ODE form y′=k′(t) . An example of an index-2 DAE is y′1=y20=k(t)−y1 . These equations require two derivatives to be rewritten in the explicit ODE form ...
For certain equations, dsolve might not return an explicit solution if you set IgnoreAnalyticConstraints to false. Implicit— Option to return implicit solution false (default) | true Option to return an implicit solution, specified as false or true. For a differential equation with variables x ...
Question: Find an explicit general solution of the given differential equation. xdydx=xeyx+y Homogeneous Equations: The first thing we want to do when trying to find a general solution for the given differential equation is determine what type of differential ...
Some explicit elementary solution of the Riemann–Gilbert problem for the second order differential equation with three singular points is obtained. The solution of the constructed equations in depending of the roots of the characteristic equation is found in two cases: when the roots are different ...
For this equation, you can take a single derivative to obtain the explicit ODE form y′=k′(t) . An example of an index-2 DAE is y′1=y20=k(t)−y1 . These equations require two derivatives to be rewritten in the explicit ODE form ...
Singular integral–differential equations of convolution type Riemann–Hilbert problems Non-normal type Noether theory Integral operators Sorry, something went wrong. Please try again and make sure cookies are enabledCited by (12) Iterative properties of solution for a general singular n-Hessian equation...