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Coordinated maintenance at dry bulk terminals requires balancing maintenance execution with the stability of available operating capacity. This study formulates a bi-objective scheduling model that maximizes maintenance-duration workload and minimizes temporal variation in maintenance-induced capacity occupation under line-conflict and capacity constraints. A multi-objective differential learning algorithm with a hybrid offspring strategy (MODL-HOS), built on a multi-objective evolutionary algorithm based on decomposition (MOEA/D), combines base-guided discrete variation, random perturbation and periodic population response. Validation separates exact small-instance benchmarking from comparative evaluation on larger task tables. Four fixed small instances are evaluated against complete Gurobi Pareto objective sets using 30 search seeds per instance. A separate comparison uses 16 medium and large task tables, five search seeds per table and four algorithms, each with 20,100 candidate evaluations. MODL-HOS retains a measurable small-instance approximation gap. On the larger tables it achieves the lowest aggregate mean empirical normalized inverted generational distance (nIGD), 0.028520, and highest mean empirical hypervolume ratio, 96.04%. Six-test Holm correction supports a hypervolume advantage against all three baselines, while the empirical nIGD advantage is significant only against the non-dominated sorting genetic algorithm II (NSGA-II). The findings support conditional comparative performance; the empirical ratios do not certify optimality, and validation across terminal configurations and with practitioners remains necessary.
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Xu et al. (2026) studied this question.
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