Abstract
In this paper we present two new examples of shift spaces of infinite type over two sym-bols. One of the spaces is shown to be densely Li-Yorke chaotic and Robinson chaotic, but not chaotic in the sense of Devaney, while the other one is found out to be Devaney chaotic.
Cuvinte cheie
Shift space of infinite type
Topological Transitivity
Li-Yorke chaos
Devaney chaos
Mixing
Weakly Blending