Some Fixed Point Properties of Self-Maps Constructed by Switched Sets of Primary Self-Maps on Normed Linear Spaces

This paper is devoted to the investigation of the existence of fixed points in a normed linear space X endowed with a norm ‖ · ‖ for self-maps f from T × X to X which are constructed from a given class of so-called primary selfmaps being also from T ×X to X. The construction of the self-maps of interest is performed via a so-called switching rule which is a… (More)