Algorithms for the bin packing problem are examined, under the ''ordin
al assumption'': initially the values of the weights are unknown, but
the ordering of the weights is known. It is shown that a worst case pe
rformance ratio of rho (rho > 1 is an integer) can be achieved if [ln
[n(rho - 1) + 1]/ln rho] weights among the n weights can be observed e
xactly, where these weights are specified by their ranks among the set
of weights.