Add to ORKGSolutions are obtained of boundary value problems for Lny+f(x,L0y,…,Ln−2y), satisfying L2y(0)=Ln−1y(1)=0, 0≤i≤n−2, where Li, denotes the ith quasiderivative, and where f(x,y1,…,yn−1) has singularities at yi=0, 1≤i≤n−1
AbstractWe consider general linear boundary value problems for equations of the form y′ + f(x, y(τ(x...
An error bound for a quasilinear elliptic boundary value problem (including the case of nonlinear di...
AbstractIn this paper we are concerned about a singular boundary value problem for a quasilinear sec...
Solutions are obtained of boundary value problems for Lny+f(x,L0y,…,Ln−2y), satisfying L2y(0)=Ln−1y(...
This paper is concerned with some integral type boundary value problems associated to second order s...
AbstractThe boundary value problem y″ + f(x, y) = 0αy(0) − βy′(0) = 0γy(1) + δy′(1) = 0 is studied u...
AbstractThe paper deals with the existence of positive solutions for the quasilinear system (Φ(u'))'...
AbstractSufficient conditions for the uniqueness of positive solutions of boundary value problems fo...
AbstractExistence results for nonlinear singular second order two point boundary value problems of t...
AbstractConsider the singular Cauchy problem for the quasi-linear equation ux2muxx − uyy + f(x, y, u...
AbstractThis paper deals with the existence of positive solutions for the boundary value problem[for...
AbstractSolutions are shown to exist for the boundary value problem Δnu(m) + f(m, u, Δu, ..., Δn−2u)...
AbstractWe use a fixed-point theorem in cones to investigate the existence of positive solutions for...
AbstractExistence theorems about the positive solution for the singular equation (ϕp(y′))′ + f(t,y) ...
AbstractExistence results are established for the singular equation y″ + f(t,y) = 0, where f is not ...
AbstractWe consider general linear boundary value problems for equations of the form y′ + f(x, y(τ(x...
An error bound for a quasilinear elliptic boundary value problem (including the case of nonlinear di...
AbstractIn this paper we are concerned about a singular boundary value problem for a quasilinear sec...
Solutions are obtained of boundary value problems for Lny+f(x,L0y,…,Ln−2y), satisfying L2y(0)=Ln−1y(...
This paper is concerned with some integral type boundary value problems associated to second order s...
AbstractThe boundary value problem y″ + f(x, y) = 0αy(0) − βy′(0) = 0γy(1) + δy′(1) = 0 is studied u...
AbstractThe paper deals with the existence of positive solutions for the quasilinear system (Φ(u'))'...
AbstractSufficient conditions for the uniqueness of positive solutions of boundary value problems fo...
AbstractExistence results for nonlinear singular second order two point boundary value problems of t...
AbstractConsider the singular Cauchy problem for the quasi-linear equation ux2muxx − uyy + f(x, y, u...
AbstractThis paper deals with the existence of positive solutions for the boundary value problem[for...
AbstractSolutions are shown to exist for the boundary value problem Δnu(m) + f(m, u, Δu, ..., Δn−2u)...
AbstractWe use a fixed-point theorem in cones to investigate the existence of positive solutions for...
AbstractExistence theorems about the positive solution for the singular equation (ϕp(y′))′ + f(t,y) ...
AbstractExistence results are established for the singular equation y″ + f(t,y) = 0, where f is not ...
AbstractWe consider general linear boundary value problems for equations of the form y′ + f(x, y(τ(x...
An error bound for a quasilinear elliptic boundary value problem (including the case of nonlinear di...
AbstractIn this paper we are concerned about a singular boundary value problem for a quasilinear sec...