The ''classical'' stochastic vehicle routing problem includes the stoc
hasticity of the demands but presupposes that the distributions of the
demands at the nodes are known. In this paper we assume that the dist
ributions of the demands at the nodes are not known. This assumption b
rings even more uncertainty to a problem which is already complex. In
practice, when such a problem is faced, then, almost as a rule, the re
al problem is transformed into a ''convenient'' one by neglecting the
fact that the distributions are not known, i.e. by introducing some ap
propriate distributions which make the problem solvable. This paper su
ggests how to solve the real problem taking into account the uncertain
ty, i.e. the fact that the distributions at the nodes are not known. T
o deal with the uncertainty the Bayesian approach is used.