Characterizes algebraic properties of the semigroup extension I_λ^n(S) and proves a unique compact topological extension exists for compact Hausdorff semitopological monoids.
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Extensions of semigroups by symmetric inverse semigroups of a bounded finite rank
Characterizes algebraic properties of the semigroup extension I_λ^n(S) and proves a unique compact topological extension exists for compact Hausdorff semitopological monoids.