[PDF] Top 20 Existence and Multiplicity of Positive Solutions of a Boundary-Value Problem for Sixth-Order ODE with Three Parameters

... the existence of spatial periodic solutions of both the EFK equation and the SH equation was studied by Peletier and Troy 4, Peletier and Rottsch¨afer 5, Tersian and Chaparova 6, and other ... See full document

... integral boundary conditions. They include two-, three-, multi-point, and nonlocal BVPs as special ...integral boundary conditions [–] of fourth-order ... See full document

... nontrivial solutions for ...a multiplicity result using Clarks theorem when C = 1 and f(x, u) = u 3 ...homoclinic solutions for ...a positive periodic function and s is a positive ... See full document

... the boundary value problem ...one positive solution on [, ...the multiplicity of solutions for the boundary value problem ... See full document

... the existence of solutions for differential equations has been widely stud- ied by many scholars in the mathematical sense (see [–] and the references ...the existence and multiplicity of ... See full document

... of boundary value problems for ordinary differential equations arises in dif- ferent areas of applied mathematics, physics and so ...The existence of positive solutions for ... See full document

... The rest of this paper is organized as follows, In Section 2, we present some definitions and back- ground results. For sake of convenience, we also state the fixed point theorems. In Section 3, we construct the Green’s ... See full document

... the boundary condition; see [–]. Moreover, some multiplicity theorems are obtained by the topological degree technique and variational methods; interested readers can see ...[–]. Problem () ... See full document

... nonlocal boundary value problem for fractional differential ...some existence and multiplicity results for positive solutions with respect to a cone for our problem ... See full document

... the problem (1.1) cannot transform into a system of second-order equation, the treat- ment method of second-order system does not apply to the problem ...the problem (1.1) is limited. ... See full document

... the existence of positive solutions for the fourth-order boundary value problem system with p-Laplacian ...The existence of single or multiple positive ... See full document

... the existence and multiplicity of positive solutions for a sixth-order boundary value problem with three variable ...consider boundary ... See full document

... [6] Guendouz, C., Haddouchi, F. and Benacicha, S. (2018) Existence of Positive Solu- tions for a Nonlinear Third-Order Integral Boundary Value Problem. Annals of the Academy of ... See full document

... By using Bai and Ge’s fixed point theorem [], we get the existence of at least three sym- metric positive solutions for the BVP (.). In fact, our results are new when T = R (the differential ... See full document

... multi-point boundary value problems has received increas- ing ...the existence and multiplicity results, see [1, 2, 3, ...multi-point boundary value problems of linear ... See full document

... the existence of three positive solutions to a type of three-point boundary value problems for second-order impulsive and delay differential equations, and we obtain ... See full document

... m-point boundary value problems for ordinary di ff erential equations arise in a va- riety of different areas of applied mathematics and ...the existence of positive solutions for ... See full document

... a positive eigenvector. Moreover, if A + (∞) has no positive eigenvectors cor- responding to an eigenvalue greater than one, then there exists R  >  such ... See full document

... Obviously, BVP1.1 can be regarded as the special case of BVP1.2 with Bt β. Since the parameters Bt is variable, we cannot expect to transform directly BVP1.2 into an integral equation as in 16. We will apply the ... See full document

... the existence, nonexistence, and multiplicity of positive solutions for the following nonlinear three- point boundary value problems of nth-order differential ... See full document