Asymptotic fitting shadowing property

الملخص EN

Let (M, ɗ ) be a metric space, ɸ be a map from a metric space (M, ɗ ) to itself and satisfy the Asymptotic Fitting Shadowing property(AFSP) then these results are satisfy: For every m∈N, ɸm has asymptotic fitting shadowing property and ɸ is chain transitive, also, if ψ has the asymptotic fitting shadowing property then ɸ×ψ has the asymptotic fitting shadowing property.

In addition to the other results on the asymptotic fitting shadowing property.