Corrigendum to "On the conjecture of Ulam on the invariance of measure in the Hilbert cube" (Colloq. Math. 152 (2018), 79--95)

Abstract

In this corrigendum, we mainly revise Lemma 5.1 of the paper by introducing an extension F : GS(J, p) -> M-a of the surjective d(a)-isometry f : J -> K, where J is an infinite-dimensional interval defined as J = pi(infinity)(i=1) J(i) with intervals J(i) = [p(1i), p(2i)] (0 <= p(1i) < p(2i) <= 1 for i is an element of {1, ... , n} and p(1i) = 0, p(2i) = 1 for i > n) and with the generalized linear span GS(J, p) of J with respect to p.