[1] Osanloo, M., Gholamnejad, J., and Karimi, B. (2008). “Long-term open pit mine production planning: a review of models and algorithms”. International Journal of Mining, Reclamation and Environment, 22(1): 3-35.
[2] Pana, M. (1965). “The simulation approach to open pit design”. Proceeding of the 5th symposium on the application of the computers and operations research in the mineral industries (APCOM), Arizona USA, zz1-zz24.
[3] Wright, E. A. (1999). “Moving cone II – a simple algorithm for optimum pit limits design”. proceeding of the 28th symposium on the application of the computers and operation research in the mineral industries (APCOM), Colorado USA, 367-374.
[4] David, M., Dowd, P. A., and Korobov, S. (1974). “Forecasting departure from planning in open pit design and d grade control”. Proceeding of the 12th symposium on the application of computers and operations research in the mineral industries (APCOM), Colorado School of Mines, 2: F131-F142.
[5] Denby, B., and Schofield, D. (1994). “Open-pit design and scheduling by use of genetic algorithms”. Transactions of the Institution of Mining and Metallurgy, Section A, Mining industry, 103: A201-A26.
[6] Achireko, P. K., and Frimpong, S. (1996). “Open Pit Optimization using Artificial Neural Networks on Conditionally Simulated Blocks”. Proceedings of 26th APCOM symp., PennState University, University Park, PA, 285-290.
[7] Lerchs, H., and Grossman, I. F. (1965). “Optimum design of open pit mines”. CIM Bulletin, 58: 47-54.
[8] Johnson, T. B., and Barnes, R. J. (1988). “Application of the maximal flow algorithm to ultimate pit design”. In Levary R. R. ed. Engineering design: better results through operations research methods, Amsterdam, 518-531.
[9] Yegulalp, T. M., and Arias, J. A. (1992). “A fast algorithm to solve the ultimate pit limit problem”. Proceedings of 23rd APCOM Symp., Littleton, CO, USA, AIME, 391-397.
[10] Roman, R. J. (1974). “The role of time value of money in determining an open pit mining sequence and pit limits”. Proceedings of 12th APCOM symp., Colorado school of mine, 72-85.
[11] Wang, Q., and Sevim, H. (1992). “Enhance Production Planning in Open pit Mining Through Intelligent Dynamic Search”. 23rd APCOM, 461-471.
[12] Wang, Q., and Sevim, H. (1993). “Open pit production planning through pit-generation and pit-sequencing”. Transactions, SME, 294: 1968-1972.
[13] Wang, Q., and Sevim, H. (1995). “Alternativ to Parametrization in Finding a Series of Maximum-Metal Pits for Production Planning”. Mining Engineering Journal, February, 178-182.
[14] Latorre, E., and Golosinski, T. S. (2011). “Definition of economic pit limits taking into consideration time value of money”. CIM Journal, 2(3): 162-170.
[15] Nanjari, E. L., and Golosinski, T. S. (2013). “Optimising open pit mine scheduling taking into consideration time value of money and mining restrictions”. International Journal of Mining, Reclamation and Environment, 27(3): 156-165.
[16] Askari-Nasab, H., and Awuah-Offei, K. (2009). “Open pit optimization using discounted economic block values”. Mining Technology, 118(1): 1-12.
[17] Sayadi, A. R., Fathianpour, N., and Mousavi, A. A. (2011). “Open pit optimization in 3D using a new artificial neural network”. Archives of Mining Sciences, 56(3): 389-403.
[18] Xu, X. C., Gu, X. W., Qing, W. A. N. G., Liu, J. P., and Jun, W. A. N. G. (2014). “Ultimate pit optimization with ecological cost for open pit metal mines”. Transactions of Nonferrous Metals Society of China, 24(5): 1531-1537.
[19] Dimitrakopoulos, R. (2011). “Stochastic optimization for strategic mine planning: a decade of developments”. Journal of Mining Science, 47(2): 138-150.
[20] Chatterjee, S., Sethi, M. R., and Asad, M. W. A. (2016). “Production phase and ultimate pit limit design under commodity price uncertainty”. European Journal of Operational Research, 248(2): 658-667.
[21] Richmond, A. (2018). “Direct net present value open pit optimisation with probabilistic models”. In: Dimitrakopoulos R. (eds) Advances in Applied Strategic Mine Planning, Springer, Cham, 217-228.
[22] Burgarelli, H. R., Souza, F. R., Nader, A. S., Torres, V. F. N., Câmara, T. R., Ortiz, C. E. A., and Galery, R. (2018). “Direct block scheduling under marketing uncertainties”. REM-International Engineering Journal, 71(2): 275-280.
[23] Esmaeil, R., Ehsan, M., Reza, S., and Mehran, G. (2018). “Optimized algorithm in mine production planning, mined material destination, and ultimate pit limit”. Journal of Central South University, 25(6): 1475-1488.
[24] Caccetta, L., and Hill, S. P. (2003). “An application of branch and cut to open pit mine scheduling”. Journal of Global Optimization, 27: 349–365.
[25] Askari-Nasab, H., Pourrahimian, Y., Ben-Awuah, E., and Kalantari, S. (2011). “Mixed Integer Linear Programming Formulations For Open Pit Production Scheduling”. Journal of Mining Science, 47(3): 338-359.
[26] Cullenbine, C., Wood, R. K., and Newman, A. (2011). “A sliding time window heuristic for open pit mine block sequencing”. Optimization Letters, 5(3): 365-377.
[27] Espinoza, D., Goycoolea, M., Moreno, E., and Newman, A. (2013). “MineLib: a library of open pit mining problems”. Annals of Operations Research, 206(1): 93-114.
[28] Lambert, W. B., Brickey, A., Newman, A. M., and Eurek, K. (2014). “Open-pit block-sequencing formulations: a tutorial”. Interfaces, 44(2): 127-142.
[29] Moosavi, E., and Gholamnejad, J. (2015). “Long-term production scheduling modeling for the open pit mines considering tonnage uncertainty via indicator kriging”. Journal of Mining Science, 51(6): 1226-1234.
[30] Mousavi, A., Kozan, E., and Liu, S. Q. (2016). “Open-pit block sequencing optimization: a mathematical model and solution technique”. Engineering Optimization, 48(11): 1932-1950.
[31] Moreno E., Rezakhah M., Newman A., and Ferreira F. (2017). “Linear Models for Stockpiling in Open-pit Mine Production Scheduling Problems”. European Journal of Operational Research, 260(1): 212-221.
[32] اسکونژاد، م.؛ 1386؛"اقتصادمهندسی یا ارزیابی اقتصادی پروژههای صنعت". انتشارات دانشگاه صنعتی امیرکبیر.
[33] Johnson, D. S., and Niemi, K. A. (1983). “On knapsacks, partitions, and a new dynamic programming technique for trees”. Mathematics of Operations Research, 8(1): 1-14.
[34] Chicoisne, R., Espinoza, D., Goycoolea, M., Moreno, E., and Rubio, E. (2012). “A new algorithm for the open-pit mine production scheduling problem”. Operations Research, 60(3): 517-528.
[35] Gershon, M. E. (1987). “Heuristic Approaches for Mine Planning and Production Scheduling”. Intentional Journal of Mining and Geological Engineering, 5: 1-13.