Nichtlineares Randwertproblem 4. Ordnung
Nicht-S-hermitesche Rand- und Eigenwertprobleme.
Nielsen number and differential equations.
Nodal solutions for a class of fourth-order two-point boundary value problems.
Nodal solutions for a second-order -point boundary value problem
We study the existence of nodal solutions of the -point boundary value problem where
Nonclassical Sturm-Liouville problems and Schrödinger operators on radial trees.
Noncompact perturbation of nonconvex noncompact sweeping process with delay
We prove an existence theorem of solutions for a nonconvex sweeping process with nonconvex noncompact perturbation in Hilbert space. We do not assume that the values of the orient field are compact.
Nonconvex differential inclusions with nonlinear monotone boundary conditions.
Non-homogeneous boundary-value problems of higher order differential equations with -Laplacian.
Nonlinear boundary value problem for a system of nonlinear ordinary differential equations
Nonlinear boundary value problem for concave capillary surfaces occurring in single crystal rod growth from the melt.
Nonlinear boundary value problem for nonlinear second order differential equations with impulses.
Nonlinear boundary value problem for second-order differential equations depending on a parameter
Nonlinear boundary value problems at resonance for differential equations in Banach spaces
Nonlinear boundary value problems for differential inclusions y'' ∈ F(t,y,y')
Applying the topological transversality method of Granas and the a priori bounds technique we prove some existence results for systems of differential inclusions of the form y'' ∈ F(t,y,y'), where F is a Carathéodory multifunction and y satisfies some nonlinear boundary conditions.
Nonlinear boundary value problems for ordinary differential equations [Book]
Nonlinear boundary value problems for second order differential inclusions
In this paper we study two boundary value problems for second order strongly nonlinear differential inclusions involving a maximal monotone term. The first is a vector problem with Dirichlet boundary conditions and a nonlinear differential operator of the form . In this problem the maximal monotone term is required to be defined everywhere in the state space . The second problem is a scalar problem with periodic boundary conditions and a differential operator of the form . In this case the maximal...
Nonlinear discrete periodic boundary value problems at resonance.
Nonlinear eigenvalue problems for fourth order ordinary differential equations
This paper was inspired by the works of Chiappinelli ([3]) and Schmitt and Smith ([7]). We study the problem ℒu = λau + f(·,u,u',u'',u''') with separated boundary conditions on [0,π], where ℒ is a composition of two operators of Sturm-Liouville type. We assume that the nonlinear perturbation f satisfies the inequality |f(x,u,u',u'',u''')| ≤ M|u|. Because of the presence of f the considered equation does not in general have a linearization about 0. For this reason the global bifurcation theorem of...
Nonlinear eigenvalue problems for higher order Lidstone boundary value problems.