The n-point problem with linear boundary conditions of general type is studied in this work. We have found the boundary conditions for the adjoint differential operator. The Green’s function has been constructed where we have used solutions of the adjoint differential equation and studied its new properties. Through the Green’s function and saltus of its derivatives, we have solved the nonhomogeneous n-point boundary value problem for the linear differential equation with variable coefficients
The $n$-point problems for non-linear systems of differential equation is investigated. Existence an...
Abstract This paper concerns a new kind of fractional differential equation of arbitrary order by co...
In this work, we investigate a linear completely nonhomogeneous nonlocal multipoint problem for an m...
In this paper, we obtain the explicit expression of the Green’s function related to a general n-th o...
The research has been done in two directions. In a linear case, the adjoint boundary problem have be...
The adjoint operator of a matrix operator and adjoint boundary conditions for adjoint matrix operato...
In this article a typical four point boundary value problem associated with a second order different...
The main aim of this work is to summarize the basic knowledge of method which is using Green's funct...
In this thesis the following contributions are made to the general theory of boundary value problems...
In this paper, we present the Green's functions for a second-order linear differential equation wit...
AbstractIn this paper we consider the Green’s functions for a second-order linear ordinary different...
By the use of the corresponding shift matrix, the paper gives a criterion for the unique solvability...
AbstractIn this paper a technique is developed for the study of the existence and uniqueness of solu...
The paper deals with the second-order linear non-homogeneity differential equation with singular coe...
We establish sufficient conditions for the existence of positive solutions to five multi-point bou...
The $n$-point problems for non-linear systems of differential equation is investigated. Existence an...
Abstract This paper concerns a new kind of fractional differential equation of arbitrary order by co...
In this work, we investigate a linear completely nonhomogeneous nonlocal multipoint problem for an m...
In this paper, we obtain the explicit expression of the Green’s function related to a general n-th o...
The research has been done in two directions. In a linear case, the adjoint boundary problem have be...
The adjoint operator of a matrix operator and adjoint boundary conditions for adjoint matrix operato...
In this article a typical four point boundary value problem associated with a second order different...
The main aim of this work is to summarize the basic knowledge of method which is using Green's funct...
In this thesis the following contributions are made to the general theory of boundary value problems...
In this paper, we present the Green's functions for a second-order linear differential equation wit...
AbstractIn this paper we consider the Green’s functions for a second-order linear ordinary different...
By the use of the corresponding shift matrix, the paper gives a criterion for the unique solvability...
AbstractIn this paper a technique is developed for the study of the existence and uniqueness of solu...
The paper deals with the second-order linear non-homogeneity differential equation with singular coe...
We establish sufficient conditions for the existence of positive solutions to five multi-point bou...
The $n$-point problems for non-linear systems of differential equation is investigated. Existence an...
Abstract This paper concerns a new kind of fractional differential equation of arbitrary order by co...
In this work, we investigate a linear completely nonhomogeneous nonlocal multipoint problem for an m...
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