DOIAbstract
AbstractThis paper discusses the discrete problem Δ2y(i − 1) + f(i,y(i)) = 0, i ∈ {0,…,T}, y(0) = y(T + 1) = 0 where our nonlinear term f(i,u) may be singular at u = 0
AbstractThis paper discusses the discrete problem Δ2y(i − 1) + f(i,y(i)) = 0, i ∈ {0,…,T}, y(0) = y(T + 1) = 0 where our nonlinear term f(i,u) may be singular at u = 0
AbstractThe singular nonlinear boundary value problem [equation] arises in the boundary layer theory...
AbstractWe consider general linear boundary value problems for equations of the form y′ + f(x, y(τ(x...
Abstract. We consider the singular boundary value problem (tnu′(t)) ′ + tnf(t, u(t)) = 0, lim t→0
Existence results are established for the equation y '' +f(t, y) = 0, 0 < t < 1. Here f may be...
AbstractThis paper discusses the discrete problem Δ2y(i − 1) + f(i,y(i)) = 0, i ∈ {0,…,T}, y(0) = y(...
AbstractFor a class of problems of the form y″=g(t,y)f(y′),0<t<1,y′(0)=m⩽0, y(1)=0, we prove existen...
AbstractThis paper discusses a (n, p) singular discrete boundary value problem. Existence of a nonne...
AbstractWe examine the existence of solutions of the class of singular nonlinear two-point boundary ...
ABSTRACT. In this paper we establish the existence of single and multiple solutions to the singular ...
AbstractFor a given positive integer N, we provide conditions on the nonlinear function f which guar...
We present new existence results for singular discrete initial and boundary value prob-lems. In part...
We present new existence results for singular discrete initial and boundary value problems. In parti...
AbstractThe purpose of this paper is to establish sufficient conditions for the existence and unique...
summary:In this note we consider the boundary value problem $y''=f(x,y,y')$ $\,(x\in [0,X];X>0)$, $y...
We consider the discrete boundary value problem (P): −∆(∆u(k − 1)) = f(u(k)), k ∈ [1, T], u(0) = u...
AbstractThe singular nonlinear boundary value problem [equation] arises in the boundary layer theory...
AbstractWe consider general linear boundary value problems for equations of the form y′ + f(x, y(τ(x...
Abstract. We consider the singular boundary value problem (tnu′(t)) ′ + tnf(t, u(t)) = 0, lim t→0
Existence results are established for the equation y '' +f(t, y) = 0, 0 < t < 1. Here f may be...
AbstractThis paper discusses the discrete problem Δ2y(i − 1) + f(i,y(i)) = 0, i ∈ {0,…,T}, y(0) = y(...
AbstractFor a class of problems of the form y″=g(t,y)f(y′),0<t<1,y′(0)=m⩽0, y(1)=0, we prove existen...
AbstractThis paper discusses a (n, p) singular discrete boundary value problem. Existence of a nonne...
AbstractWe examine the existence of solutions of the class of singular nonlinear two-point boundary ...
ABSTRACT. In this paper we establish the existence of single and multiple solutions to the singular ...
AbstractFor a given positive integer N, we provide conditions on the nonlinear function f which guar...
We present new existence results for singular discrete initial and boundary value prob-lems. In part...
We present new existence results for singular discrete initial and boundary value problems. In parti...
AbstractThe purpose of this paper is to establish sufficient conditions for the existence and unique...
summary:In this note we consider the boundary value problem $y''=f(x,y,y')$ $\,(x\in [0,X];X>0)$, $y...
We consider the discrete boundary value problem (P): −∆(∆u(k − 1)) = f(u(k)), k ∈ [1, T], u(0) = u...
AbstractThe singular nonlinear boundary value problem [equation] arises in the boundary layer theory...
AbstractWe consider general linear boundary value problems for equations of the form y′ + f(x, y(τ(x...
Abstract. We consider the singular boundary value problem (tnu′(t)) ′ + tnf(t, u(t)) = 0, lim t→0
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