[PDF] Top 20 Radial solutions for a nonlocal boundary value problem

... stationary problem corresponding to a class of nonlocal evolution (parabolic) boundary value problems related to relevant phenomena in engi- neering and ... See full document

... where n = [α] + , [α] denotes the integer part of number α, provided that the right-hand side is pointwise defined on (, + ∞ ). For more details on fractional calculus, we refer the reader to the recent books; see ... See full document

... where η ∈ 0, 1/2, α ∈ 1/2η, 1/η, λ ∈ 0, ∞, and a, f are given functions. To the authors’ knowledge, few results on third-order differential equations with inhomogeneous three-point boundary values can be found in ... See full document

... and nonlocal boundary value problems for partial differ- ential equation can be considered as an abstract boundary value problem for ordinary differ- ential equation in a Banach ... See full document

... [11] , An implicit finite difference scheme for the diffusion equation subject to the specifi- cation of mass in a portion of the domain, Numerical Solutions of Partial Differential Equations (Parkville, 1981) (J. ... See full document

... The organization of this article is as follows. In Section 2, the author provides some necessary background. In particular, the author states some properties of the Green func- tion associated with problem (1.1). ... See full document

... and nonlocal boundary value problems for partial differential equations can be considered as an abstract boundary value problem for the ordinary differential equation in a Banach ... See full document

... Behind the uniqueness results of this section is the role of continuous dependence of solutions on boundary conditions. This continuous dependence arises somewhat from applications of the Brouwer theorem on ... See full document

... In [], the authors used the mountain pass theorem, a linking theorem, and Clark’s the- orem to establish the existence of multiple solutions for a fractional difference boundary value problem ... See full document

... of solutions to the Dirichlet boundary value problem for the Jeffreys ...optimal boundary control problem is formulated for the stationary equations of the Jeffreys model in a ... See full document

... positive solutions for the nonlocal BVP () based on a fixed point theorem of a sum opera- ...positive solutions are obtained, which possess a nice estimate, ...the boundary conditions are ... See full document

... Motivated by the above works, we consider the nth-order nonlinear singular BVPs (1.1) for the more general equations. In this paper, the results of existence and multiplicity of positive solutions are obtained ... See full document

... a boundary value problem can have only the trivial solution; this is a ...Therefore, solutions of the boundary value problem ... See full document

... However, third-order or higher-order derivatives do not have the convexity; to the best of our knowledge, no results are available for the existence of positive solutions for third- order or higher- order BVPs at ... See full document

... particular, the fixed point indexes are computed via the cone expansion and compression conditions of functional type. Two examples are provided to support the main results un- der mixed boundary conditions ... See full document

... the boundary conditions in BVP ...multi-point boundary conditions in BVPs as special ...to boundary value problems with integral boundary ... See full document

... Abstract. In this paper we study the existence of solutions for initial value problem for a class of nonlinear Caputo-Hadamard fractional differential equations with nonlocal Condition. Our ... See full document

... Since the problem (.) is equivalent to the problem (.) on S ∩ K, we get that the problem (.) has a positive solution in S ∩ K . Without loss of generality, we may suppose that T has no fixed ... See full document

... positive solutions for nonlinear fourth-order multipoint boundary value problems has been studied by many authors using nonlinear alternatives of Leray-Schauder, the fixed point theory, and the ... See full document

... the solutions for the initial Dirichlet boundary value problem of a porous medium equation with nonlocal source and strong absorption ...weak solutions and the corresponding ... See full document