The inverse shadowing property is concentrated, it has important properties and applications in maths. In this paper, some general properties of this concept are proved. Let ( be a metric space: ( ? ( be maps have the inverse shadowing property. We show the maps ? , have the inverse shadowing property.
If and :( , ????) ?( ,????) are mapped on a metric space ( ,????) have the inverse shadowing property, We show the maps + and . have the inverse shadowing property.
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