AbstractThis paper is concerned with the solutions of a class of 2nth-order Lidstone boundary value problems. Sufficient conditions for the existence and uniqueness of a solution are given. A monotone iteration is developed so that the iteration sequence converges monotonically to a maximal or a minimal solution. The approach to the problem is by the method of upper and lower solutions with a new maximum principle
AbstractThe comparison and existence results of the upper and lower solutions are established for a ...
A new concept of a pair of upper and lower solutions is introduced for a boundary value problem of s...
AbstractFor the 2mth order Lidstone boundary value problem,y(2m)t=fyt,y″t,…,y(2i)t,…,y(2(m−1))t,t∈0,...
AbstractThis paper is concerned with the solutions of a class of 2nth-order Lidstone boundary value ...
AbstractIn this paper, we consider the Lidstone boundary value problem (−1)nu(2n)(x)=fx,u(x),u″(x),…...
AbstractThe aim of this paper is to show the existence and uniqueness of a solution for a class of 2...
WOS: 000273289900006In this paper, we prove the existence of solutions for nonlinear Lidstone bounda...
AbstractIn this paper we study the existence of solutions for Lidstone boundary value problems on ti...
WOS: 000248319600010In this paper we study the existence of solutions for Lidstone boundary value pr...
In this paper, we study the existence of nontrivial solutions for the 2nth Lidstone boundary value p...
We consider the higher order Lidstone boundary value problem. New upper and lower estimates for posi...
A new concept of a pair of upper and lower solutions is introduced for a boundary value problem of s...
AbstractWe consider the higher order Lidstone boundary value problem. New upper and lower estimates ...
AbstractWe show that there exists at least one positive solution for Lidstone boundary value problem...
AbstractWe define Lidstone polynomials, provide their explicit representations, give their relations...
AbstractThe comparison and existence results of the upper and lower solutions are established for a ...
A new concept of a pair of upper and lower solutions is introduced for a boundary value problem of s...
AbstractFor the 2mth order Lidstone boundary value problem,y(2m)t=fyt,y″t,…,y(2i)t,…,y(2(m−1))t,t∈0,...
AbstractThis paper is concerned with the solutions of a class of 2nth-order Lidstone boundary value ...
AbstractIn this paper, we consider the Lidstone boundary value problem (−1)nu(2n)(x)=fx,u(x),u″(x),…...
AbstractThe aim of this paper is to show the existence and uniqueness of a solution for a class of 2...
WOS: 000273289900006In this paper, we prove the existence of solutions for nonlinear Lidstone bounda...
AbstractIn this paper we study the existence of solutions for Lidstone boundary value problems on ti...
WOS: 000248319600010In this paper we study the existence of solutions for Lidstone boundary value pr...
In this paper, we study the existence of nontrivial solutions for the 2nth Lidstone boundary value p...
We consider the higher order Lidstone boundary value problem. New upper and lower estimates for posi...
A new concept of a pair of upper and lower solutions is introduced for a boundary value problem of s...
AbstractWe consider the higher order Lidstone boundary value problem. New upper and lower estimates ...
AbstractWe show that there exists at least one positive solution for Lidstone boundary value problem...
AbstractWe define Lidstone polynomials, provide their explicit representations, give their relations...
AbstractThe comparison and existence results of the upper and lower solutions are established for a ...
A new concept of a pair of upper and lower solutions is introduced for a boundary value problem of s...
AbstractFor the 2mth order Lidstone boundary value problem,y(2m)t=fyt,y″t,…,y(2i)t,…,y(2(m−1))t,t∈0,...
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