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This paper deals with the numerical solution of a class of fractional differential equations.
Also, we solve the solution of a class of quasilinear PDEs.
Lin, Cui, and Zhou[11, 12] studied the numerical solution of a class of PDEs with integral conditions.
This manuscript presents a new numerical approach to approximate the solution of a class of fractional variational problems.
In this paper we are interested in a rigorous analysis of the solution of a class of initial-value problems with singularities.
We also realize that our coupled fixed point results can be applied to get a solution of a class of nonlinear Fredholm type integral equations.
Similar(30)
We study the multiplicity of periodic solutions of a class of non-autonomous delay differential equations.
We derive interior and global Hölder estimates for solutions of a class of quasilinear elliptic equations.
In this section, we aim to discuss the stability of solutions of a class of iterative fractional differential equations.
The concern of the paper is nonconstant positive solutions of a class of Lotka-Volterra competition systems over 1D domains.
An accelerated monotone iterative scheme for numerical solutions of a class of nonlinear elliptic boundary value problems is presented.
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