Intelligent Transportation Systems (ITS) are the future of transportation. As a result of emerging standards, vehicles will soon be able to talk to one another as well as their environment. A number of applications will be made available for vehicular networks that improve the overall safety of the transportation infrastructure. This chapter develops a method to impart chaotic motions to an Aut...

In this paper, we suggest a new discrete chaotic controller for a mobile robot. The mobile robot with discrete chaotic controller has chaotic characteristics. The chaotic movement is characterized with the topological transitivity and the sensitive dependence on initial conditions. The topological transitivity provides that the mobile robot can visit the whole workspace. The mobile robot with t...

Let G be a locally compact group, and let ? Young function. In this paper, we give necessary sufficient condition for weighted translations on the Orlicz space L?(G) to disjoint topologically transitive. such way, continue great number of recent research studies considering topological dynamics operators acting Lebesgue or spaces groups.

Let be a dense projective subplane of a topological projective plane. We show that a continuous homomorphism of is extendable to a continuous homomorphism of if and only if there is a line Z of such that the restriction of to the-points of Z is continuously extendable to some mapping deened on all-points of Z. In particular, each projective collineation of is extendable to a projective collinea...

We study Markov multi-maps of the interval from point view topological dynamics. Specifically, we define forward trajectory system a multi-map, and investigate whether it has properties such as transitivity, mixing, density periodic points, specification. To each multi-map associate shift finite type (SFT), our main results relate SFT with those system. Under general coding condition, establish...

Topological groupoids admit various types of morphisms. We push these notions to the level continuous groupoid actions obtain action Some dynamical properties and their relation morphisms are studied. Among them recurrence, forms transitivity, minimality, limit, recurrent, periodic almost points.