  Hoeffding-type exponential inequalities are obtained for the distribution
tails of canonical von Mises' statistics of arbitrary order based on samples
from a stationary sequence of random variables satisfying the {\varphi}-mixing
condition.
  The present paper weakens the restrictions on the coefficient {\varphi}()
which are contained in the paper "Exponential inequalities for the
distributions of canonical U- and V-statistics of dependent observations" by
Borisov and Volodko (2009). At the same time, we correct the corresponding
proof in this paper.
