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for transferring costs. For our considered problem, which has small
and medium sizes, proposed algorithm is efficient; however, this algo-
rithm should be tested for large-size problems.
In this chapter, we have successfully formulated the IPODS prob-
lem as a mixed-integer nonlinear programming model with different
vehicles, time windows, and routing method of distribution. A heu-
ristic algorithm, which is a combination of GA and SA, is proposed
to solve the research problem. We solved 20 real problems by exact
method with Lingo 11.0 and compared the results with the solutions
of proposed heuristic algorithm and real-world cases. Computational
results showed that our solution method is effective and efficient. It can ...