Yantır, AhmetTopal,S.G.Yantir,A.Mathematics2024-10-062024-10-06200961813-7385[SCOPUS-DOI-BELIRLENECEK-356]2-s2.0-67651098755https://hdl.handle.net/20.500.14411/9232In this study, we are concerned with proving the existence of multiple positive solutions of a general second order nonlinear m-point boundary value problem (m-PBVP) uΔ∇(t) + a(t)uΔ(t) + b(t)u(t) + λh(t)f(t, u) = 0,t∈ [0,1], u(p(0))=0, u(σ(1)) Σm-2,i=1 α iu(ni),on time scales. The proofs are based on the fixed point theorems in a Banach space. We present an example to illustrate how our results work. © 2009 InforMath Publishing Group.eninfo:eu-repo/semantics/closedAccessFixed point theoremsM-point boundary value problemsPositive solutionsTime scalesArticleN/AQ392185197