Existence of triple positive solutions of two-point right focal boundary value problems on time scales
We consider the following boundary value problem, (-1) (n-1) y(Delta n) (t) (-1)(p+1) F (t, y (sigma-1 (t))) t is an element of [a, b] boolean AND T, y(Delta i) (a) = 0 0  = 2, 1 <= p <= n - 1 is fixed and T is a time scale. By applying fixed-point theorems for operators on a cone, existence criteria are developed for triple positive solutions of the boundary value problem. We also include examples to illustrate the usefulness of the results obtained. (c) 2005 Elsevier Ltd. All rights reserved.
positive solutions boundary value problems time scales two-point right focal boundary conditions