• Formulates a cold rolling scheduling problem as a mixed integer linear program (MILP) with an economic objective, incorporating practical constraints like due dates, batch attributions, and parallel heterogeneous machines.
• Proposes a modified genetic algorithm (GA) with heuristic initialization, three heuristic mutation operators, and parallel computing to efficiently solve the MILP.
• Simulation results confirm the method's effectiveness in generating optimized scheduling schemes for cold rolling, improving operational efficiency and profitability.
• Addresses unique challenges in steel cold rolling, including batch size preferences and job compatibility constraints, which are often overlooked in existing literature.
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