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At present, inverse problems are studied for certain special classes of ordinary differential operators.
It may be concluded that the two methods are powerful and efficient techniques to find exact as well as approximate solutions for wide classes of ordinary differential equations.
Symmetry study can be utilized to resolve some classes of ordinary, partial, fractional differential equations, though defining the symmetries can be computationally concentrated like other mathematical methods.
In the final Sect. 5 the extension of the methods described in this article to more general classes of ordinary and partial differential equations is discussed and several examples are given.
There are a great number of works on the existence of solutions of various classes of ordinary differential equations and fractional differential equations; readers may refer to [16] [32].
Very recently Benchohra et al. [49], and Ouahab [60] have considered some classes of ordinary functional differential inclusions with delay, and in [6, 61] Agarwal et al. considered a class of boundary value problems for differential inclusion involving Caputo fractional derivative of order.
Similar(53)
This solution is compatible with accepting utility theory for a large class of ordinary gambles.
We categorized education resource allocation as 1 = key class of key school; 2 = ordinary class of key school; 3 = key class of ordinary school; 4 = ordinary class of ordinary school.
In this note, we study a new class of ordinary differential equations with non-instantaneous impulses.
In this paper, we study the existence of periodic solutions for a class of ordinary p-Laplacian systems.
An unconventional numerical method for solving a restrictive and yet often-encountered class of ordinary differential equations is proposed.
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