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• [1] Smith, W.E. “Various optimizers for single-stage production”, Naval Research Logistics Quarterly 3, 59- 66, 1956. [2] Van Wassenhove, L.N., Gelders, L.F., “Solving a bicriterion scheduling problem”, European Journal of Operational Research, 4(1), 42-48, 1980. [3] Wright, T.P., “Factors Affecting The Cost of Airplanes”, Journal of The Aeronautical Sciences, 3, 122-128, 1936. [4] Biskup, D., “Single-machine scheduling with learning considerations”, European Journal of Operational Research, 115, 173–178, 1999. [5] Mosheiov, G., Scheduling problems with a learning effect European Journal of Operational Research, 132 (3) 2001, 687-693 [6] Mosheiov, G., Sidney, J.B., “Scheduling with general job-dependent learning curves”, European Journal of Operational Research, 147, Issue 3, 16 June 2003, Pages 665-670 [7] Koulamas, C., Kyparisis, G.J., “Single-machine and two-machine flowshop scheduling with general learning functions”, European Journal of Operational Research, 178 (2), 402-407, 2007. [8] Yang, D.L., Kuo, W.H., “Single-machine scheduling with an actual time-dependent learning effect”, Journal of the Operational Research Society, 58, 1348–1353, 2007. [9] Eren, T., Güner, E., “Hazırlık ve taşıma zamanlarının öğrenme etkili olduğu çizelgeleme problemleri”, Trakya Üniversitesi Fen Bilimleri Enstitüsü Dergisi, 8 (1), 7-13, 2007. [10] Cheng, T.C.E., Wu, C.C., Lee W.C., “Some scheduling problems with sum-of-processing-times-based and jobposition- based learning effects” Information Sciences, 178 (11), 2476-2487, 2008. [11] Cheng, T.C.E. Lai, P.J., Wu, C.C., Lee W.C., “Singlemachine scheduling with sum-of-logarithm processingtimes- based learning considerations”, Information Sciences, 179 (18), 3127-3135, 2009. [12] Wu, C.C., Lee, W.C., “Single-machine scheduling problems with a learning effect”, Applied Mathematical Modelling, 32 (7), 1191-1197, 2008. [13] Wu, C.C., Lee, W.C., “Single-machine and flowshop scheduling with a general learning effect model”, Computers & Industrial Engineering, 56 (4), 1553- 1558, 2009. [14] Wang, J.B., “Single-machine scheduling with general learning functions”, Computers & Mathematics with Applications, 56 (8), 1941-1947, 2008. [15] Wang, J.B., “Single-machine scheduling with a sum-ofactual- processing-time-based learning effect”, Journal of the Operational Research Society 61, 172–177, 2010. [16] Yin, Y., Xu, D., Sun, K., Li, H., “Some scheduling problems with general position-dependent and timedependent learning effects”, Information Sciences, 179 (14), 2416-2425, 2009. [17] Sun, K.B., Li, H.X., “Some single-machine scheduling problems with actual time and position dependent learning effects”, Fuzzy Information and Engineering, 1 (2), 161-177, 2009. [18] Lee, W.C., Wu, C.C., “Some single-machine and mmachine flowshop scheduling problems with learning considerations”, Information Sciences, 179 (22), 3885- 3892, 2009. [19] Zhang, X., Yan, G., “Machine scheduling problems with a general learning effect”, Mathematical and Computer Modelling, 51 (1–2), 84-90, 2010. [20] Lee, W.C., Wu, C.C., Hsu, P.H., “A single-machine learning effect scheduling problem with release times”, Omega, 38 (1–2), 3-11, 2010. [21] Wang, J.B., Wang, D., Zhang, G.D., “Single-machine scheduling with learning functions”, Applied Mathematics and Computation, 216 (4), 1280-1286, 2010, [22] Wang, J.B., Sun, L., Sun, L., “Single machine scheduling with exponential sum-of-logarithm processing-times based learning effect”, Applied Mathematical Modelling, 34 (10), 2813-2819, 2010. [23] Wang, J.B., Sun, L.H., Sun, L.Y., “Scheduling jobs with an exponential sum-of-actual-processingtimebased learning effect”, Computers & Mathematics with Applications, 60 (9), 2673-2678, 2010. [24] Wang, L.Y, Wang, J.J., Wang, J.B., Feng, E.M., “Scheduling jobs with general learning functions”, Journal of Systems Science and Systems Engineering, 20 (1), 119-125, 2011. [25] Wang, J.B., Wang, J.J., “Single-machine scheduling jobs with exponential learning functions”, Computers & Industrial Engineering, 60 (4), 755-759, 2011. [26] Wang, J.B., Wang, J.J., “Scheduling jobs with a general learning effect model”, Applied Mathematical Modelling, 37 (4), 2364-2373, 2013. [27] Lai, P.J., Lee, W.C, “Single-machine scheduling with general sum-of-processing-time-based and position based learning effects”, Omega, 39 (5), 467-471, 2011. [28] Bai, J., Wang, M.Z., Wang, J.B., “Single machine scheduling with a general exponential learning effect”, Applied Mathematical Modelling, 36 (2), 829-835, 2012. [29] Zhang, X., Yan, G., Huang, W., Tang, G., “A note on machine scheduling with sum-of-logarithm processingtime- based and position-based learning effects”, Information Sciences, 187, 298-304, 2012. [30] Lu, Y.Y., Wei, C.M., Wang, J.B., “Several singlemachine scheduling problems with general learning effects”, Applied Mathematical Modelling, basımda, 2012. [31] Kuo, W.H., Yang D.L., “Minimizing the total completion time in a single-machine scheduling problem with a time-dependent learning effect”, European Journal of Operational Research, 174 (2), 1184-1190, 2006. [32] Yin, Y., Xu, D., Wang, J., “Single-machine scheduling with a general sum-of-actual-processing-timesbased and job-position-based learning effect”, Applied Mathematical Modelling, 34 (11), 3623-3630, 2010. [33] Wu, C.C., Hsu, P.H., Lai, K., “Simulated-annealing heuristics for the single-machine scheduling problem with learning and unequal job release times”, Journal of Manufacturing Systems, 30 (1) 54-62, 2011. [34] Wu, C.C., Hsu, P.H., Chen, J.C., Wang, N.S., Wu, W.H., “Branch-and-bound and simulated annealing algorithms for a total weighted completion timescheduling with ready times and learning effect, The International Journal of Advanced Manufacturing Technology, 55 (1-4), 341-353, 2011. [35] Wu, C.C., Hsu, P.H., Chen, J.C., Wang, N.S., “Genetic algorithm for minimizing the total weighted completion time scheduling problem with learning and release times”, Computers & Operations Research, 38 (7), 1025-1034, 2011. [36] Wu, CC., Yin, Y., Cheng, S.R., “Some single-machine scheduling problems with a truncation learning effect”, Computers & Industrial Engineering, 60 (4), 790-795, 2011. [37] Low, C., Lin W.Y., “Minimizing the total completion time in a single-machine scheduling problem with a learning effect”, Applied Mathematical Modelling, 35 (4), 1946-1951, 2011. [38] Lee, W.C., “Scheduling with general position-based learning curves”, Information Sciences, 181 (24), 5515- 5522, 2011. [39] Rudek, R., “Scheduling problems with position dependent job processing times: computational complexity results”, Annals of Operations Research, 196 (1), 491-516, 2012. [40] Eren, T., “Tek Makineli Çizelgelemede Genel Öğrenme Fonksiyonları: Optimal Çözümler”, Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi, 19 (2),76- 80, 2013. [41] Eren, T., “Zamana-bağımlı öğrenme etkili çizelgeleme probleminde maksimum gecikme minimizasyonu: Doğrusal-olmayan programlama modeli”, Gazi Üniversitesi Mühendislik-Mimarlık Fakültesi Dergisi, 23 (2), 459-465, 2008. [42] Eren, T., “Zamana-bağımlı öğrenme etkili tek makineli çizelgeleme problemleri”, Sigma Mühendislik ve Fen Bilimleri Dergisi, 31 (2), 214-221, 2013. [43] Eren, T., Güner, E., “Öğrenme etkili çizelgeleme probleminde maksimum gecikmenin enküçüklenmesi için çözüm yaklaşımları”, V. Ulusal Üretim Araştırmaları Sempozyumu, İstanbul Ticaret Üniversitesi, İstanbul, s. 243-248, 25-27 Kasım, 2005. [44] Cheng, T.C.E., Wang, G., “Single machine scheduling with learning effect considerations”, Annals of Operations Research, 98 (1-4), 273-290, 2000. [45] Wu, C.C., Lee, W.C., Chen, T., “Heuristic algorithms for solving the maximum lateness scheduling problem with learning considerations”, Computers and Industrial Engineering, 52 (1), 124-132, 2007. [46] Jiang, Z., Chen, F., Wu, C., “Minimizing the maximum lateness in a single-machine scheduling problem with the normal time-dependent and job-dependent learning effect”, Applied Mathematics and Computation, 218 (18), 9438-9441, 2012. [47] GAMS 22.5, Development Corporation, GAMS– the solver manuals, GAMS user notes, Washington, DC, USA, 2007.