On chaotic properties of convergent sequences maps on G-space

Abstract EN

We discuss the convergence for some chaotic properties on -space.

We give a new definition of sensitive dependence on initial conditions and expansive on a topological -space, also we prove some results about them and we study mixing , expansive , blending and minimal by a -orbital convergence.

Also, we study and prove some of these properties of a sequence of maps by a conjugation and a product on -space