[1] Hall, N.G., Sriskandarajah, C., (1996). “A survey of machine scheduling problems with blocking and no-wait in process”, Operations Research, 44: 510-525.
[2] Aldowaisan, T., Allahverdi, Ali., (2003). “New heuristics for no-wait flowshops to minimize makespan”, Computers & Operations Research, 30: 1219–1231.
[3] Gupta, J.N.D., Strusevich, V.A., Zwaneveld, CM., (1997). “Two-stage no-wait scheduling models with setup and removal times separated”, Compute Operation Research, 24: 1025–1031.
[4] Choi, S.W., Kim, Y.D. (2008). “Minimizing makespan on an -machine re-entrant flowshop”, Computers & Operations Research, 35: 1684-1696.
[5] Chen, J.S., Pan, J.C.H., Lin, C.M., (2008). “A hybrid genetic algorithm for the re-entrant flow-shop scheduling problem”, Expert Systems with Applications, 34: 570-577.
[6] Jing, C., Tang, G., Qian, X., (2008). “Heuristic algorithms for two machine re-entrant flow shop”, Theoretical Computer Science, 400: 137-143.
[7] Huang, R.H., Yu, S.C., Kuo, C.W., (2014). “Reentrant two-stage multiprocessor flow shop scheduling with due windows”, The International
Journal of Advanced Manufacturing Technology, 71: 1263-1276.
[8] Li, Z.C., Qian, B., Hu, R., Zhang, C.S., Li, K., (2013). “A self-adaptive hybrid population-based incremental learning algorithm for M-machine reentrant permutation flow-shop scheduling”, Intelligent Computing Theories, 7995: 8-20.
[9] Jing, C., Huang, W., Tang, G., (2011). “Minimizing total completion time for re-entrant flow shop scheduling problems”, Theoretical Computer Science, 412: 6712-6719.
[10] Choi, S.W., Kim, Y.D., (2009). “Minimizing total tardiness on a two-machine re-entrant flow shop”, European Journal of Operational Research, 199: 375-384.
[11] Pan, J.C.H., Chen, J.S., (2003). “Minimizing makespan in reentrant permutation flow-shops”, Journal of Operational Research Society, 57: 642- 653.
[12] Adressi, A., Hassanpour, S., Azizi, V., (2016). “Solving group scheduling problem in no-wait flexible flowshop with random machine breakdown”, Decision Science Letters, 5(1): 157-168.
[13] Graham, R.L., Lawler, E.L., Lenstra, J.K., Kan, A.R., (1979). “Optimization and approximation in deterministic sequencing and scheduling: a survey”, Annals of discrete mathematics, 5: 287-326.