Skew products of Bernoulli shifts with rotations. II

If T is a weakly mixing skew product transformation defined by T(x, y)=σx, y+f(x) (mod 1)), where σ is a Bernoulli shift and f is a function satisfying a Hölder type condition and measurable with respect to the past of an independent partition of σ, then T is Bernoulli. © 1975 Hebrew University.