It is shown that there is a continuous map f from the interval I into itself such that any omega-limit set V of any continuous map g of I can be transformed by a homeomorphism from I to I to an omega-limit set W of f.
It is shown that there is a continuous map f from the interval I into itself such that any omega-limit set V of any continuous map g of I can be transformed by a homeomorphism from I to I to an omega-limit set W of f. (en)