Jobs shops scheduling is difficult and ardous task. As the number of machines and jobs increase the conjuctive and disconjuctive constraints grows exponentially. Leaving no other alternative except to automate it numerically. The purpose to develop this program is to ease the burden on students and to verify their work out problem. The academician can prepare excercises for test and exam. 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Examples are included in program with usage instruction in file header. The current program is set for 10 jobs 10 machine and combination due to plotting visibility of Gantt chart. To increase number of jobs and machines follow the instruction. Enter your data similar to data the data given in examples. Please report any error and omission.
인용 양식
Farrukh Nagi (2025). Multi Job Shop Scheduling with Linear Programming (https://www.mathworks.com/matlabcentral/fileexchange/94170-multi-job-shop-scheduling-with-linear-programming), MATLAB Central File Exchange. 검색 날짜: .
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