[[abstract]]The uniqueness of solutions of certain boundary value problems implies their existence for the nth order nonlinear ordinary differential equation y(n)=f(x,y,y',y'',....,y(n-1)) This existence is established by using shooting methods and yields results for (n,p) boundary value problems.[[notice]]補正完
We consider a family of three point n − 2, 1, 1 conjugate boundary value problems for nth order nonl...
We consider a family of three point n − 2, 1, 1 conjugate boundary value problems for nth order nonl...
For the third order differential equation, y\u27\u27\u27 = f(x, y, y\u27, y\u27\u27), we consider un...
We consider a family of two-point n−1,1 boundary value problems for nth order nonlinear ordinary dif...
AbstractIn this paper a technique is developed for the study of the existence and uniqueness of solu...
We consider a family of three point $n-2 ,1,1$ conjugate boundary value problems for $n$th order non...
AbstractFor the nth order differential equation, y(n)=f(x,y,y′,…,y(n−1)), we consider uniqueness imp...
ABSTRACT. It is assumed that solutions of the dierential equation y000 = f(x; y; y0; y00), with cert...
AbstractGiven an appropriate growth condition for f and a uniqueness assumption on y(n)=0 with respe...
[[abstract]]The uniqueness of solutions of initial value boundary value problems along with some uni...
AbstractIn this paper a technique is developed for the study of the existence and uniqueness of solu...
AbstractWe are concerned with uniqueness and existence theorems for two point boundary value problem...
Abstract. Let G and f: [0,1]×R4 → R be two functions satisfying Caratheodory condi-tions. This paper...
AbstractThe uniqueness of solutions of initial value boundary value problems along with some uniquen...
We consider a family of three point n − 2, 1, 1 conjugate boundary value problems for nth order nonl...
We consider a family of three point n − 2, 1, 1 conjugate boundary value problems for nth order nonl...
We consider a family of three point n − 2, 1, 1 conjugate boundary value problems for nth order nonl...
For the third order differential equation, y\u27\u27\u27 = f(x, y, y\u27, y\u27\u27), we consider un...
We consider a family of two-point n−1,1 boundary value problems for nth order nonlinear ordinary dif...
AbstractIn this paper a technique is developed for the study of the existence and uniqueness of solu...
We consider a family of three point $n-2 ,1,1$ conjugate boundary value problems for $n$th order non...
AbstractFor the nth order differential equation, y(n)=f(x,y,y′,…,y(n−1)), we consider uniqueness imp...
ABSTRACT. It is assumed that solutions of the dierential equation y000 = f(x; y; y0; y00), with cert...
AbstractGiven an appropriate growth condition for f and a uniqueness assumption on y(n)=0 with respe...
[[abstract]]The uniqueness of solutions of initial value boundary value problems along with some uni...
AbstractIn this paper a technique is developed for the study of the existence and uniqueness of solu...
AbstractWe are concerned with uniqueness and existence theorems for two point boundary value problem...
Abstract. Let G and f: [0,1]×R4 → R be two functions satisfying Caratheodory condi-tions. This paper...
AbstractThe uniqueness of solutions of initial value boundary value problems along with some uniquen...
We consider a family of three point n − 2, 1, 1 conjugate boundary value problems for nth order nonl...
We consider a family of three point n − 2, 1, 1 conjugate boundary value problems for nth order nonl...
We consider a family of three point n − 2, 1, 1 conjugate boundary value problems for nth order nonl...
For the third order differential equation, y\u27\u27\u27 = f(x, y, y\u27, y\u27\u27), we consider un...
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