418
Artigues, C., S. Demassey, and E. Neron (2013). Resource-constrained project scheduling: models, algorithms, extensions and applications. John Wiley & Sons.
Bienstock, D. and D. Zuckerberg (2009). A new LP algorithm for precedence constrained production
scheduling. Optimization Online.
Brickey, A.J. (2015). Underground production scheduling optimization with ventilation constraints. Doctoral dissertation, Colorado School of Mines. Arthur Lakes Library.
Carpentier, S., M. Gamache, and R. Dimitrakopoulos (2016). Underground long-term mine production
scheduling with integrated geological risk management. Mining Technology 125(2), 93–102.
Chicoisne, R., D. Espinoza, M. Goycoolea, E. Moreno, and E. Rubio (2012). A new algorithm for the
open-pit mine production scheduling problem. Operations Research 60(3), 517–528.
Dassault Systémes (2018). Whittle.
Hexagon A.B. (2019). Minesight Economic Planner.
Johnson, T.B. (1968). Optimum open pit mine production scheduling. Doctoral dissertation, University
of California, Berkeley.
King, B.W., M. Goycoolea, and A. Newman (2017). New integer programming models for tactical and
strategic underground production scheduling. Mining Engineering 69(3), 37–42.
Lerchs, H. and I.F. Grossmann (1964). Optimum design of open-pit mines. In Operations Research,
Volume 12, pp. B59. Inst Operations Research Management Sciences 901 Elkridge Landing Rd, Ste
400, Linthicum Hts, MD 21090-2909.
Little, J., M. Nehring, and E. Topal (2008). A new mixed-integer programming model for mine production scheduling optimisation in sublevel stope mining. In Proceedings-Australian Mining Technology
Conference. Twin Waters. The Australasian Institute of Mining and Metallurgy.
Maptek Pty Ltd (2016). Vulcan Pit Optimiser.
MIRARCO Mining Innovations (2018). MIRARCO Mining Innovations.
Muñoz, G. (2012). Modelos de optimizacíon lineal entera y aplicaciones a la minería.
Nehring, M. and E. Topal (2007). Production schedule optimisation in underground hard rock mining
using mixed integer programming. In Project Evaluation Conference 2007, Volume 2007, pp. 169–175.
The Australasian Institute of Mining and Metallurgy.
Newman, A.M., M. Kutcha, and E. Topal (2003). Production scheduling at LKAB’s Kiruna Mine using
mixed-integer programming. Mining Engineering 55(4), 35–40.
Newman, A.M., E. Rubio, R. Caro, A. Weintraub, and K. Eurek (2010). A review of operations research
in mine planning. Interfaces 40(3), 222–245.
O’Sullivan, D. (2014). An optimization-based decomposition heuristic for solving complex underground
mine scheduling problems. Doctoral dissertation, Colorado School of Mines.
O’Sullivan, D., A.J. Brickey, and A.M. Newman (2015). Is openpit production scheduling “easier” than
its underground counterpart? Mining Engineering 67(4), 68–73.
Topal, E. (2008). Early start and late start algorithms to improve the solution time for long-term underground mine production scheduling. Journal of the Southern African Institute of Mining and Metallurgy 108(2), 99–107.
Trout, L. (1995). Underground mine production scheduling using mixed integer programming. In 25th
International APCOM Symposium Proceedings, pp. 395–400.
Williams, J., L. Smith, and P. Wells (1973). Planning of underground copper mining. pp. 251–254.
Winkler, B. M. (1996). Using MILP to optimize period fix costs in complex mine sequencing and scheduling problems. 26th Internat. Appl. Comput. Oper. Res. in Mineral Indust. (APCOM) Sympos. Proc,
441–446.
Artigues, C., S. Demassey, and E. Neron (2013). Resource-constrained project scheduling: models, algorithms, extensions and applications. John Wiley & Sons.
Bienstock, D. and D. Zuckerberg (2009). A new LP algorithm for precedence constrained production
scheduling. Optimization Online.
Brickey, A.J. (2015). Underground production scheduling optimization with ventilation constraints. Doctoral dissertation, Colorado School of Mines. Arthur Lakes Library.
Carpentier, S., M. Gamache, and R. Dimitrakopoulos (2016). Underground long-term mine production
scheduling with integrated geological risk management. Mining Technology 125(2), 93–102.
Chicoisne, R., D. Espinoza, M. Goycoolea, E. Moreno, and E. Rubio (2012). A new algorithm for the
open-pit mine production scheduling problem. Operations Research 60(3), 517–528.
Dassault Systémes (2018). Whittle.
Hexagon A.B. (2019). Minesight Economic Planner.
Johnson, T.B. (1968). Optimum open pit mine production scheduling. Doctoral dissertation, University
of California, Berkeley.
King, B.W., M. Goycoolea, and A. Newman (2017). New integer programming models for tactical and
strategic underground production scheduling. Mining Engineering 69(3), 37–42.
Lerchs, H. and I.F. Grossmann (1964). Optimum design of open-pit mines. In Operations Research,
Volume 12, pp. B59. Inst Operations Research Management Sciences 901 Elkridge Landing Rd, Ste
400, Linthicum Hts, MD 21090-2909.
Little, J., M. Nehring, and E. Topal (2008). A new mixed-integer programming model for mine production scheduling optimisation in sublevel stope mining. In Proceedings-Australian Mining Technology
Conference. Twin Waters. The Australasian Institute of Mining and Metallurgy.
Maptek Pty Ltd (2016). Vulcan Pit Optimiser.
MIRARCO Mining Innovations (2018). MIRARCO Mining Innovations.
Muñoz, G. (2012). Modelos de optimizacíon lineal entera y aplicaciones a la minería.
Nehring, M. and E. Topal (2007). Production schedule optimisation in underground hard rock mining
using mixed integer programming. In Project Evaluation Conference 2007, Volume 2007, pp. 169–175.
The Australasian Institute of Mining and Metallurgy.
Newman, A.M., M. Kutcha, and E. Topal (2003). Production scheduling at LKAB’s Kiruna Mine using
mixed-integer programming. Mining Engineering 55(4), 35–40.
Newman, A.M., E. Rubio, R. Caro, A. Weintraub, and K. Eurek (2010). A review of operations research
in mine planning. Interfaces 40(3), 222–245.
O’Sullivan, D. (2014). An optimization-based decomposition heuristic for solving complex underground
mine scheduling problems. Doctoral dissertation, Colorado School of Mines.
O’Sullivan, D., A.J. Brickey, and A.M. Newman (2015). Is openpit production scheduling “easier” than
its underground counterpart? Mining Engineering 67(4), 68–73.
Topal, E. (2008). Early start and late start algorithms to improve the solution time for long-term underground mine production scheduling. Journal of the Southern African Institute of Mining and Metallurgy 108(2), 99–107.
Trout, L. (1995). Underground mine production scheduling using mixed integer programming. In 25th
International APCOM Symposium Proceedings, pp. 395–400.
Williams, J., L. Smith, and P. Wells (1973). Planning of underground copper mining. pp. 251–254.
Winkler, B. M. (1996). Using MILP to optimize period fix costs in complex mine sequencing and scheduling problems. 26th Internat. Appl. Comput. Oper. Res. in Mineral Indust. (APCOM) Sympos. Proc,
441–446.