[3] Delorme, M., Lori, M., Mendez, N.F.M. (2021). "Solution methods for scheduling problems with sequence-dependent deterioration and maintenance events". European Journal of Operational Research, 295(3): 823-837.

[5] Expósito-Izquierdo, C., Angel-Bello, F., Melián-Batista, B., Alvarez, A., Báez, S. (2019). "A metaheuristic algorithm and simulation to study the effect of learning or tiredness on sequence-dependent setup times in a parallel machine scheduling problem". Expert Systems with Applications, 117: 62-74.

[6] Ouazene, Y., Yalaoui, F. (2018). "Identical parallel machine scheduling with time-dependent processing times". Theoretical Computer Science, 721: 70-77.

[7] Cheng, T.C.E., Ding, Q., Lin, B.M.T. (2004). "A concise survey of scheduling with time-dependent processing times". European Journal of Operational Research, 152(1): 1-13.

[8] Wang, J.B., Wang, J.J. (2015). "Single-machine scheduling problems with precedence constraints and simple linear deterioration". Applied Mathematical Modelling, 39(3): 1172-1182.

[9] Wu, C.C., Lee, W.C. (2006). "Two-machine flowshop scheduling to minimize mean flow time under linear deterioration". International Journal of Production Economics, 103(2): 572-584.

[10] Pinedo, M. (2002). Scheduling: Theory, Algorithms, and Systems. Prentice-Hall, New Jersy.

[11] Cheng, T.C.E., Kravchenko, S.A., Lin, B.M.T. (2020). " Scheduling step-deteriorating jobs to minimize the total completion time". Computers & Industrial Engineering, 144: 106329.  

[12] Browne, S., Yechiali, U. (1990). "Scheduling deteriorating jobs on a single processor". Computers & Operations Research, 38(3): 495-49.

[13] Lee, W.C., Wu, C.C., Chung. Y.H. (2008). "Scheduling deteriorating jobs on a single machine with release times". Computers & Industrial Engineering, 54(3): 441-452.

[14] Jafari, A., Moslehi, G., (2011). "Scheduling linear deteriorating jobs to minimize the number of tardy jobs". Journal of Global Optimization, 54(2): 389-404.

[15] Hsu, Y.S., Lin, B.M.T. (2003). "Minimization of maximum lateness under linear deterioration". Omega, 31(6): 459-469.

[16] Cheng, T.C.E., Hsu, C.J., Huang, Y.C., Lee, W.C. (2011). "Single-machine scheduling with deteriorating jobs and setup times to minimize the maximum tardiness". Computers & Operations Research, 38(12): 1760-1765.

[17] Lee, W.C., Lin, J.B., Shiau, Y.R. (2011). "Deteriorating job scheduling to minimize the number of late jobs with setup times". Computers & Industrial Engineering, 61(3): 782-787.

[18] Lee, W.C., Lu, Z.S. (2012). "Group scheduling with deteriorating jobs to minimize the total weighted number of late jobs". Applied Mathematics and Computation, 218(17): 8750-8757.

[19] Wu, C.C., Cheng, S.R., Wu, W.H., Yin, Y., Wu, W.H. (2013). "The single-machine total tardiness problem with unequal release times and a linear deterioration". Applied Mathematics and Computation, 219(20): 10401-10415.

[20] Lee, W.X., Zhao, C.L. (2015). "Deteriorating jobs scheduling on a single machine with release dates, rejection and a fixed non-availability interval". Journal of Applied Mathematics and Computing, 48(1-2): 585-605

[21] Jafari, A.A., Khademi-zare, H., Lotfi, M.M., Tavakkoli-Moghaddam, R. (2016). "Minimizing Makespan with Start Time-Dependent Jobs in a Two-Machine Flow Shop", International Journal of Engineering, IJE TRANSACTIONS B: Applications, 29(6): 778-787.

 [22] Lee, W.C., Wu, C.C., Wen, C.C., Chung. Y.H. (2008). "A two-machine flowshop makespan scheduling problem with deteriorating jobs". Computers & Industrial Engineering, 54(4): 737-749.

[23] Wang, J.B., Wang, M.Z. (2013). "Minimizing makespan in three machine flow shop with deteriorating jobs". Computers & operations research, 40(2): 547-557.

[24] Jafari, A.A., Khademi-zare, H., Lotfi, M.M., Tavakkoli-Moghaddam, R. (2016). "A note on “minimizing makespan in three machine flowshop with deteriorating jobs”". Computers & operations research, 72: 93-96.

[25] Wang, L., Sun, L.Y., Sun, L.H., Wang, J.B. (2010). "On three-machine flow shop scheduling with deteriorating jobs". International Journal of Production Economics, 125(1): 185-189.

[26] Jafari, A.A., Khademi-zare, H., Lotfi, M.M., Tavakkoli-Moghaddam, R. (2017). "A note on “On three-machine flow shop scheduling with deteriorating jobs”". International Journal of Production Economics, 191: 250-252.

[27] Li, Dw., Lu, Xw. (2020). "Parallel-batch scheduling with deterioration and rejection on a single machine". Applied Mathematics-A Journal of Chinese Universities, 35: 141–156.

[28] Mor, B., Mosheiov, G. (2020). "Minimizing total load on parallel machines with linear deterioration". Optimization Letters, 14: 771–779.

[29] Bai, D., Bai, X., Yang, J., Zhang, X., Ren, T., Xie, C., Liu, B. (2021). "Minimization of maximum lateness in a flowshop learning effect scheduling with release dates". Computers & Industrial Engineering, 158: 107309.

[30] Brucker, P. (2006). Scheduling algorithm, 5^th Edition, Springer, Berlin, Heidelberg, New York.

[31] Chen, R., Yuan, J. (2020). " Single-machine scheduling of proportional-linearly deteriorating jobs with positional due indices". Journal of Operation Research, 18(2): 177-196.

[32] Moslehi, G., Jafari, A. (2010). "Minimizing the number of tardy jobs under piecewise-linear deterioration". Computers & Industrial Engineering, 59(4): 573–584.