Resumen
Consider the map T ?(T) on the collection of unimodal transformations, where ?(T) is the ?-limit set of T. The collection of unimodal transformations is endowed with the topology of uniform convergence, and the collection of subsets of [0, 1] is endowed with the Hausdorff metric. Conditions on a unimodal transformation T implying the continuity of the map S ?(S) at T are investigated.