A barrier method for quasilinear ordinary differential equations of the curvature type
A bifurcation result for Sturm-Liouville problems with a set-valued term.
A bound sets technique for Dirichlet problem with an upper-Carathéodory right-hand side
In this paper, the existence and the localization result will be proven for vector Dirichlet problem with an upper-Carathéodory right-hand side. The result will be obtained by combining the continuation principle with bound sets technique.
A boundary value problem arising in the flow of a viscous fluid
A boundary value problem of fractional order at resonance.
A cantilever equation with nonlinear boundary conditions.
A C...-Collocation-like Method for Two-Point Boundary Value Problems.
A certain type of partial differential equations on tori
The existence of classical solutions for some partial differential equations on tori is shown.
A characterization of the existence of solutions to some higher order boundary value problems
The aim of this short note is to present a theorem that characterizes the existence of solutions to a class of higher order boundary value problems. This result completely answers a question previously set by the authors in [Differential Integral Equations 6 (1993), 1119–1123].
A class of second order BVPs on infinite intervals.
A Class of Simple Exponential B-Splines and Their Application to Numerical Solution to Singular Perturbation Problems.
A class of singular fourth-order boundary value problems with nonhomogeneous nonlinearity
We study the existence of positive solutions to a class of singular nonlinear fourth-order boundary value problems in which the nonlinearity may lack homogeneity. By introducing suitable control functions and applying cone expansion and cone compression, we prove three existence theorems. Our main results improve the existence result in [Z. L. Wei, Appl. Math. Comput. 153 (2004), 865-884] where the nonlinearity has a certain homogeneity.
A classical approach to eigenvalue problems associated with a pair of mixed regular Sturm-Liouville equations. I.
A classical approach to eigenvalue problems associated with a pair of mixed regular Sturm-Liouville equations. I.
A comparison of four- and five-point difference approximations for stabilizing the one-dimensional stationary convection-diffusion equation.
A computational investigation of an integro-differential inequality with periodic potential.
A convergence result for discrete steepest descent in weighted Sobolev spaces.
A convergence theorem on the iterative solution of nonlinear two-point boundary-value systems
A coupled system with integral conditions.
A difference method for a system of second order ordinary differential equations