Topological aspects of incompressible flows

In this article we approach some of the basic questions in topological dynamics, concerning periodic points, transitivity, shadowing and gluing orbit properties, context C 0 incompressible flows generated by Lipschitz vector fields. We prove that a -generic fixed-point free flow satisfies property, it is transitive has dense set points non-wandering set. particular, reparametrized property. also satisfy general density theorem weak moreover these are transitive.