[PDF] Top 20 Exact multiplicity of solutions for discrete second order Neumann boundary value problems

... and multiplicity of solutions for nonlinear discrete prob- lems subject to various boundary value conditions have been widely studied by using dif- ferent abstract methods such as ... See full document

... Exact multiplicity of positive solutions have been studied by many ...2mth-order problems, as well as Korman and Li ...of solutions of the linearized problems; studying ... See full document

... Hindawi Publishing Corporation Advances in Difference Equations Volume 2009, Article ID 671625, 15 pages doi 10 1155/2009/671625 Research Article A Global Description of the Positive Solutions of Subl[.] ... See full document

... and multiplicity of positive solutions of BVPs for second-order differen- tial equations with indefinite weight has been studied by many authors, see, for exam- ple [2-5] and the references ... See full document

... entire solutions for ...lower solutions, and (.) coupled with the Neumann boundary conditions has been considered by López [] and Bereanu et ...and multiplicity results concerning ... See full document

... impulsive boundary value problems (IBVPs) became an important area of studies in recent ...of solutions of IBVPs using variational ...the second-order impulsive ... See full document

... positive solutions of boundary value problems has been studied by many authors in [–] and references ...positive solutions of Neumann boundary problems of ... See full document

... of boundary value prob- lems have not a solution.The second approach was generalized ...fuzzy boundary value problems using the generalized ...and boundary value ... See full document

... the Neumann problem, which was studied in ...of solutions of difference equation with nonlinear boundary value ...and multiplicity of solutions of ... See full document

... In Fig. 1, the interval of   a, b need to be divided into a series of block with each block containing three points with the step size 3h. Then, the solution obtained in the last point within the k th block will be ... See full document

... From above literature, we can see that the existence and multiplicity results are lar- gely based on the assumption that t and u are separated in nonlinearity term. It is interesting to know what will happen if t ... See full document

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

... in an ordered Banach space E with positive cone K , where M > 0 is a constant, f : [0, 1] × K × K ® K is continuous, S : C ([0, 1], K ) ® C ([0, 1], K ) is a Fredholm integral operator with positive kernel. Under more ... See full document

... of Neumann boundary value problems and one example of Cauchy boundary value problems which are available in the ...approximate solutions using same number of ... See full document

... positive value and has linear growth at zero and locally superlinear growth at ...positive solutions for nonlinear differential equation boundary value problems involving nonlinearity ... See full document

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

... regarding solutions to boundary value problems for systems of second-order discrete ...all solutions to discrete second-order inclusions sat- ... See full document

... of second-order eigenvalue ...of second-order Neumann problems and con- sider the eigenvalue problem of fourth-order ...sign-changing solutions to BVP ... See full document

... point boundary value problem x″″ + kx″ + lx = f ( t,x ), 0 < t < 1, x ( 0 ) = x (1) = x′ (0) = x′ (1) = 0, where f ( t, x ) Î C ([0,1] × ℝ , ℝ ) satisfies f ( t, x ) x > 0 for all x ≠ 0, t Î [0,1] ... See full document

... Webb, JRL, Lan, KQ: Eigenvalue criteria for existence of multiple positive solutions of nonlinear boundary value problems of local and nonlocal type.. Topolog Methods Nonlinear Anal J Ju[r] ... See full document