A Multi-Objective Stochastic Solid Transportation Problem with the Supply, Demand, and Conveyance Capacity Following the Weibull Distribution

This study addresses a multi-objective stochastic solid transportation problem (MOSSTP) with uncertainties in supply, demand, and conveyance capacity, following the Weibull distribution. aims to minimize multiple costs (STP) under probabilistic inequality constraints. The MOSSTP is expressed as chance-constrained programming problem, constraints are incorporated ensure that capacity satisfied specified probabilities. global criterion method fuzzy goal approach have been used solve optimization problems. Computational results demonstrate effectiveness of proposed models methodology for uncertainty. A sensitivity analysis conducted understand parameters model.