AbstractWe consider a fourth order nonlinear ordinary differential equation together with two-point boundary conditions and provide a-priori error estimates on the length of the interval (b−a) so that the Picard's iterative method, the approximate Picard's iterative method and the quasilinear iterative method convergence to the solution of the problem
AbstractIt is demonstrated that Picard's successive approximation provides a simple and efficient me...
AbstractIn this short paper, we establish an Ostrowski-Kantorovich convergence theorem [1–5] and giv...
AbstractIn this work, we develop a new two-parameter family of iterative methods for solving nonline...
An iterative algorithm is proposed for solving the solution of a nonlinear fourth-order differential...
SPM: www.spm.uem.br/spm doi:10.5269/bspm.v27i1.9062 A note on iterative solutions for a nonlinear fo...
This work is concerned with the existence of iterative solutions for a class of fourth order differe...
AbstractWe develop a new method of lower and upper solutions for a fourth-order nonlinear boundary v...
We consider a second-order nonlinear ordinary differential equation of the form where q ¡ 0, with th...
AbstractThis paper is concerned with the fourth-order ordinary differential equationu(4)(t)=f(t,u(t)...
In this article a typical four point boundary value problem associated with a second order different...
AbstractWe consider a second-order nonlinear ordinary differential equation of the formy″=1qxyq,0⩽x<...
AbstractSingularly perturbed two-point boundary value problems (BVPs) for fourth-order ordinary diff...
Boundary value problems for the mildly non-linear ordinary differential equation of the fourth orde
AbstractWe provide sufficient conditions so that the Picard iterative scheme for (n, p) and (p, n) b...
Using upper and lower-solutions method, we develop a monotone iterative techniques to find solutions...
AbstractIt is demonstrated that Picard's successive approximation provides a simple and efficient me...
AbstractIn this short paper, we establish an Ostrowski-Kantorovich convergence theorem [1–5] and giv...
AbstractIn this work, we develop a new two-parameter family of iterative methods for solving nonline...
An iterative algorithm is proposed for solving the solution of a nonlinear fourth-order differential...
SPM: www.spm.uem.br/spm doi:10.5269/bspm.v27i1.9062 A note on iterative solutions for a nonlinear fo...
This work is concerned with the existence of iterative solutions for a class of fourth order differe...
AbstractWe develop a new method of lower and upper solutions for a fourth-order nonlinear boundary v...
We consider a second-order nonlinear ordinary differential equation of the form where q ¡ 0, with th...
AbstractThis paper is concerned with the fourth-order ordinary differential equationu(4)(t)=f(t,u(t)...
In this article a typical four point boundary value problem associated with a second order different...
AbstractWe consider a second-order nonlinear ordinary differential equation of the formy″=1qxyq,0⩽x<...
AbstractSingularly perturbed two-point boundary value problems (BVPs) for fourth-order ordinary diff...
Boundary value problems for the mildly non-linear ordinary differential equation of the fourth orde
AbstractWe provide sufficient conditions so that the Picard iterative scheme for (n, p) and (p, n) b...
Using upper and lower-solutions method, we develop a monotone iterative techniques to find solutions...
AbstractIt is demonstrated that Picard's successive approximation provides a simple and efficient me...
AbstractIn this short paper, we establish an Ostrowski-Kantorovich convergence theorem [1–5] and giv...
AbstractIn this work, we develop a new two-parameter family of iterative methods for solving nonline...
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