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We introduce here a classification of unimodal maps $[0, 1]\rightarrow [0,1]$, which commute with piecewise linear surjective maps $[0, 1]\rightarrow [0,1]$.  Remind that if continuous piecewise linear unimodal map $g$ commutes with anon-constant piecewise linear map $\psi$, which is not an iteration of $g$,then $g$ is topologically conjugated with the tent map by piecewise linearconjugacy.  We use the obtained classification to illustrate the mentioned fact.

Classification of commutative pairs of surjective maps of interval, one of which is unimodal