  In this note, using methods introduced by Hacon, McKernan and Xu, we study
the accumulation points of volumes of varieties of log general type. First, we
show that, if the set of boundary coefficients $\Lambda$ is DCC, closed under
limits and contains 1, then also the corresponding set of volumes is DCC and
closed under limits. Then, we consider the case of $\epsilon$-log canonical
varieties, for $0 < \epsilon < 1$. In this situation, we prove that, if
$\Lambda$ is finite, then the corresponding set of volumes is discrete.
