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[PDF] Top 20 Green's Function for Discrete Second-Order Problems with Nonlocal Boundary Conditions

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Green's Function for Discrete Second-Order Problems with Nonlocal Boundary Conditions

Green's Function for Discrete Second-Order Problems with Nonlocal Boundary Conditions

... study discrete Green’s functions and their relationship with discrete Laplace ...to discrete Green’s function with a high accuracy analysis of the three-dimensional block finite element ... See full document

23

Ordinary and generalized Green’s functions for the second order discrete nonlocal problems

Ordinary and generalized Green’s functions for the second order discrete nonlocal problems

... Green’s function are generalized for nonclassical solutions to classical differential problems as well as nonlocal problems ...for Nonlocal Boundary Conditions ( ... See full document

18

Positive solutions for a system of second order discrete boundary value problems

Positive solutions for a system of second order discrete boundary value problems

... of second-order lin- ear difference equations subject to the boundary conditions (BC), and we present the prop- erties of the corresponding Green ... See full document

17

Positive solutions to second-order differential equations with dependence on the first-order derivative and nonlocal boundary conditions

Positive solutions to second-order differential equations with dependence on the first-order derivative and nonlocal boundary conditions

... nonnegative function κ and a constant ρ ¯ ∈ (, ] such that G(t, s) ≤ κ (s) for t, s ∈ J and G(t, s) ≥ ¯ ρκ(t) for t ∈ [η, η] ¯ ⊂ [, ] and s ∈ J (see, for example, [–]) to ... See full document

21

Solvability for second-order nonlocal boundary value problems with dim(kerM)=2

Solvability for second-order nonlocal boundary value problems with dim(kerM)=2

... A boundary value problem is called a resonance one if the corresponding homogeneous boundary value problem has a non-trivial ...Resonance problems can be expressed as an abstract equation Lx = Nx, ... See full document

14

Exact multiplicity of solutions for discrete second order Neumann boundary value problems

Exact multiplicity of solutions for discrete second order Neumann boundary value problems

... mann boundary conditions u() = u(T) = , we show the Green’s functions of the lin- ear difference operators –  u(t – ) + Lu(t) and  u(t – ) + Ku(t), where L and K are two positive constants with K < ... See full document

17

Positive solutions to second-order singular nonlocal problems: existence and sharp conditions

Positive solutions to second-order singular nonlocal problems: existence and sharp conditions

... The rest of the present paper is structured as follows. In the next section, we intro- duce some notation and preliminary results. In particular, we give some properties of the Green’s function related to problem ... See full document

18

INVERSE BOUNDARY-VALUE PROBLEM FOR LINEARIZED EQUATION OF MOTION OF A HOMOGENEOUS ELASTIC BEAM

INVERSE BOUNDARY-VALUE PROBLEM FOR LINEARIZED EQUATION OF MOTION OF A HOMOGENEOUS ELASTIC BEAM

... The nonlocal inverse problem of the identification of the low- est coefficient and the right-hand side in a second-order parabolic equation with integral conditions, Boundary Value ... See full document

14

New fractional-order multivalued problems with nonlocal nonlinear flux type integral boundary conditions

New fractional-order multivalued problems with nonlocal nonlinear flux type integral boundary conditions

... Definition . Let F : [, ] × R → P ( R ) be a multivalued function with nonempty com- pact values. We say F is of lower semicontinuous type (l.s.c. type) if its associated Ne- mytskii operator F is lower ... See full document

16

Nonlocal boundary value problems for second order nonlinear Hahn integro difference equations with integral boundary conditions

Nonlocal boundary value problems for second order nonlinear Hahn integro difference equations with integral boundary conditions

... Let S be a closed, convex and nonempty subset of a Banach space ...∈ S whenever x, y ∈ S; (b) A is compact and continuous; (c) B is a contraction ...∈ S such that z = Az + ... See full document

18

Positive solutions for singular boundary value problems involving integral conditions

Positive solutions for singular boundary value problems involving integral conditions

... 8. Asakawa, H: On nonresonant singular two-point boundary value problems. Nonlinear Anal. 47, 4849-4860 (2001) 9. Zeidler, E: Nonlinear Functional Analysis and Its Applications, I. Fixed-Point Theorems. ... See full document

13

Third order problems with nonlocal conditions of integral type

Third order problems with nonlocal conditions of integral type

... third order ordinary differential equations with integral boundary ...sufficient conditions on the nonlinearity and the functions appearing in the boundary conditions that guarantee the ... See full document

10

Multiple positive solutions of nonlinear BVPs for differential systems involving integral conditions

Multiple positive solutions of nonlinear BVPs for differential systems involving integral conditions

... functionals on C[, ] given by Riemann-Stieltjes integrals with signed measures; a, b, c, d are nonnegative constants with ρ := ac + ad + bc > . To the best of our knowledge, the study of existence of positive ... See full document

13

Boundary value problems for fractional differential equations with nonlocal boundary conditions

Boundary value problems for fractional differential equations with nonlocal boundary conditions

... equations boundary value problems with nonlocal boundary conditions arise in a variety of different areas of applied mathemat- ics and ...to nonlocal problems with inte- ... See full document

12

Boundary value problems for strongly nonlinear equations under a Wintner-Nagumo growth condition

Boundary value problems for strongly nonlinear equations under a Wintner-Nagumo growth condition

... involving a positive continuous function a, under growth condition (2). We show that this condition suffices to obtain existence results also for the general equation (3) and, mainly, it allows us to widen the class ... See full document

15

Uniqueness of solutions for fourth-order nonlocal boundary value problems

Uniqueness of solutions for fourth-order nonlocal boundary value problems

... nonlinear boundary value problems, and we cite [3, 5, 23, 28–30, 33, 35, 36, 38, 40] as a list for just a few of these papers dealing with both theoretical issues as well as application ...addition, ... See full document

12

Nonlocal boundary value problems with resonant or non-resonant conditions

Nonlocal boundary value problems with resonant or non-resonant conditions

... the boundary value problems at resonance, researchers usually use the continuity method or nonlinear alternative, which involves a complicated a priori estimate for the solution set; see [, ...about ... See full document

10

Solvability for nonlocal boundary value problems on a half line with dim(kerL)=2

Solvability for nonlocal boundary value problems on a half line with dim(kerL)=2

... the boundary con- ditions in () satisfies dim(ker L) = ...sufficient conditions for the existence of solutions to problem () on a half line at resonance with dim(kerL) =  by using Mawhin’s continuation ... See full document

11

Existence results of positive solutions for boundary value problems of fractional differential equations

Existence results of positive solutions for boundary value problems of fractional differential equations

... the boundary value prob- lem (BVP for short in the sequel) ...fourth-order boundary value problem. In addition, the conditions imposed in this paper are easily ... See full document

19

Approximation of Solutions for Second-Order -Point Nonlocal Boundary Value Problems via the Method of Generalized Quasilinearization

Approximation of Solutions for Second-Order -Point Nonlocal Boundary Value Problems via the Method of Generalized Quasilinearization

... We discuss the existence and uniqueness of the solutions of a second-order m-point nonlocal boundary value problem by applying a generalized quasilinearization technique. A monotone sequence ... See full document

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