The aim of this chapter is to describe the most typical examples of application of the notions and facts connected with MNCs and condensing operators to the theory of differential and integral equations. We do not aim at giving the results in their maximal generality; rather, we regard each of the problems discussed here as an illustration of the methodology based on the use of condensing operators.
KeywordsPeriodic Solution Cauchy Problem Lipschitz Condition Translation Operator Small Delay
Unable to display preview. Download preview PDF.