GLOBAL STRUCTURE OF SOLUTIONS TO BOUNDARY-VALUE PROBLEMS OF IMPULSIVE DIFFERENTIAL EQUATIONS.

In this article, we study the structure of global solutions to the boundary-value problem ... are continuous. By a comparison principle and spectral properties of the corresponding linear equations, we prove the existence of solutions by using Rabinowitz-type global bifurcation theorems, and obtain results on the behavior of positive solutions for large λ when f(x) = xp+1. [ABSTRACT FROM AUTHOR]