Two new rules to minimize tardiness in a job shop

REFERENCES

• BAKER , K. R. , 1974 , Introduction to Sequencing and Scheduling ( New York Wiley ).
   Google Scholar
• BAKER , K. R. , and BERTRAND , J. W. M. , 1982 , A dynamic priority rule for scheduling against due dates . Journal of Operations Management , 3 , 37 – 42 .
   Google Scholar
• BAKER , K, R. , and KANET , J. J. , 1983 , Job shop scheduling with modified due dates . Journal of Operations Management , 4 , 11 – 22 .
   Google Scholar
• BAKER , K. R. , 1984 , Sequencing rules and due date assignments in a job shop . Management Science , 30 , 1093 – 1104 .
   Web of Science ®Google Scholar
• BULKIN , M. H. , COLLEY , J. L. , and STEINHOFF , H. W. , 1966 , Load forecasting, priority sequencing and simulation in job shop control system . Management Science , 12 , 29 – 51 .
   Google Scholar
• CARROLL , D. C. , 1965 , Heuristic sequencing of single and multiple component jobs . Unpublished doctoral dissertation , MIT .
   Google Scholar
• CONWAY , R. W. , 1963 , Some tactical problems in digital simulation . Management Science , 10 , 47 – 61 .
   Web of Science ®Google Scholar
• CONWAY , R. W. , MAXWELL , W. L. , and MILLER , L. W. , 1967 , Theory of Scheduling ( Reading , MA Addison-Wesley ).
   Google Scholar
• EILON , S. , and COTTERILL , D. J. , 1968 , A modified SI∗ rule in job shop scheduling . International Journal of Production Research , 7 , 135 – 145 .
   Google Scholar
• ELVERS , D. A. , 1973 , Job shop dispatching using various due date setting criteria . Production Inventory Management , 14 , 62 – 69 .
   Google Scholar
• FRY , T. D. , PHILIPOOM. P. R., and BLACKSTONE , J. H. , 1988 , A simulation study of processing time dispatching rules . Journal of Operations Management , 7 , 77 – 92 .
   Google Scholar
• KANET , J. J. , 1982 , On anomalies in dynamic ratio type scheduling rules A clarifying analysis . Management Science , 28 , 1337 – 1341 .
   Web of Science ®Google Scholar
• KANET , J. J. , and HAYYA , J. C. , 1982 , Priority dispatching with operation due dates in job shop . Journal of Operations Management , 2 , 167 – 175 .
   Google Scholar
• NUBIL , R. A. , and SURKIS , J. , 1980 , Priority update intervals and anomalies in dynamic ratio type job shop scheduling rules . Management Science , 26 , 1227 – 1237 .
   Web of Science ®Google Scholar
• ORAL , M. , arid MALOUIN , J. L. , 1973 , Evaluation of the shortest processing time scheduling rule with truncation process . AIIE Transactions , 5 , 357 – 365 .
   Google Scholar
• PANWALKAR , S. S. , and ISKANDER , W. , 1977 , A survey of scheduling rules , Operations Research , 25 , 45 – 61 .
   Web of Science ®Google Scholar
• PRITSKER , A. A. B. , 1984 , Introduction to Simulation and SLAM II ( New York Wiley ).
   Google Scholar
• PUTNAM , A. O. , EVERDELL , R. , DORMAN , G. H. , CRONAN , R. R. , and LINDGREN , L. H. , 1971 , Updating critical ratio and slack time priority scheduling rules . Production Inventory Management , 12 , 41 – 73 .
   Google Scholar
• RUSSELL , R. S. , DAR-EL , E. M. , and TAYLOR , B. W. , 1987 , A comparative analysis of the COVERT job sequencing rule using various shop performance measures . International Journal of Production Research , 25 , 1523 – 1539 .
   Web of Science ®Google Scholar
• SCHULTZ , C. R. , 1989 , An expediting heuristic for the shortest processing time dispatching rule . International Journal of Production Research , 27 , 31 – 41 .
   Web of Science ®Google Scholar
• WEEKS , J. K. , 1979 , A simulation study of predictable due dates . Management Science , 25 , 363 – 373 .
   Web of Science ®Google Scholar