References
- Adressi, A., Bashirzadeh, R., Azizi, V., & Tasouji Hassanpour, S. (2014). Solving group scheduling problem in no-wait flow shop with sequence dependent setup times. Journal of Modern Processes in Manufacturing and Production, 3(1), 5–16.
- 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.
- Azizi, V., Jabbari, M., & Kheirkhah, A. (2016). M-machine, no-wait flowshop scheduling with sequence dependent setup times and truncated learning function to minimize the makespan. International Journal of Industrial Engineering Computations, 7(2), 309–322.
- Biskup, D. (1999). Single-machine scheduling with learning considerations. European Journal of Operational Research, 115(1), 173–178.
- Cheng, T., Wu, -C.-C., Chen, J.-C., Wu, W.-H., & Cheng, S.-R. (2013). Two-machine flowshop scheduling with a truncated learning function to minimize the makespan. International Journal of Production Economics, 141(1), 79–86.
- Fattahi, P., Azizi, V., & Jabbari, M. (2015). Lot streaming in no-wait multi product flowshop considering sequence dependent setup times and position based learning factors. International Journal of Engineering TRANSACTIONS A: Basics, 28, 1031–1039.
- Li, D.-C., Hsu, P.-H., Wu, -C.-C., & Cheng, T. E. (2011). Two-machine flowshop scheduling with truncated learning to minimize the total completion time. Computers & Industrial Engineering, 61(3), 655–662.
- Li, X., Yang, Z., Ruiz, R., Chen, T., & Sui, S. (2018). An iterated greedy heuristic for no-wait flow shops with sequence dependent setup times, learning and forgetting effects. Information Sciences, 453, 408–425.
- Liu, Y., & Feng, Z. (2014). Two-machine no-wait flowshop scheduling with learning effect and convex resource-dependent processing times. Computers & Industrial Engineering, 75, 170–175.
- Pham, H., & Olafsson, S. (2019). Bagged ensembles with tunable parameters. Computational Intelligence, 35(1), 184–203.
- Smith, W. E. (1956). Various optimizers for single-stage production. Naval Research Logistics (NRL), 3(1–2), 59–66.
- Tian, Y., Xu, M., Jiang, C., Wang, J.-B., & Wang, X.-Y. (2018). No-wait resource allocation flowshop scheduling with learning effect under limited cost availability. The Computer Journal, 62(1), 90–96.
- Wang, J.-B., Wang, X.-Y., Sun, L.-H., & Sun, L.-Y. (2013). Scheduling jobs with truncated exponential learning functions. Optimization Letters, 7(8), 1857–1873.
- Wang, X.-Y., Zhou, Z., Zhang, X., Ji, P., & Wang, J.-B. (2013). Several flow shop scheduling problems with truncated position-based learning effect. Computers & Operations Research, 40(12), 2906–2929.
- Wu, -C.-C., Wu, W.-H., Wu, W.-H., Hsu, P.-H., Yin, Y., & Xu, J. (2014). A single-machine scheduling with a truncated linear deterioration and ready times. Information Sciences, 256, 109–125.
- Wu, -C.-C., Yin, Y., & Cheng, S.-R. (2013). Single-machine and two-machine flowshop scheduling problems with truncated position-based learning functions. Journal of the Operational Research Society, 64(1), 147–156.
- Yin, Y., Xu, D., Sun, K., & Li, H. (2009). Some scheduling problems with general position-dependent and time-dependent learning effects. Information Sciences, 179(14), 2416–2425.