Abstract:
This thesis is designed to develop a scheme for finding positive solution of second order m-point
boundary value problem by using schauder fixed point theorem and analysis method without the
use of super linear and sub linear cases. The mathematical operation which were performed by
schauder fixed point theorem and analysis method were deduced from krasoleskii [9] fixed point
theorem and some definition of open sets. The discussion of the study were made by considering
the well known fixed point theorem due to Krasnoselskii and some definition of open subsets as a
preliminary concept. This study asserts the fact that positive solution of second order m-point
B.V.P can be obtained without super linear and sub linear cases ant it gives at least two positive
solutions to the model.
