Maleki, M.; Emery, X.; 2015; “Joint simulation of grade and rock type in a stratabound copper deposit”, Mathematical Geosciences, 47(4), 471-495.## Madani, N., Abulkhair, S.; 2020; “A hierarchical cosimulation algorithm integrated with an acceptance–rejection method for the geostatistical modeling of variables with inequality constraints”, Stochastic Environmental Research and Risk Assessment, 34(10), 1559-1589. ## Emery, X., Silva, D. A.; 2009; “Conditional co-simulation of continuous and categorical variables for geostatistical applications”, Computers & Geosciences, 35(6), 1234-1246. ## Talebi, H., Lo, J., Mueller, U.; 2017; “A hybrid model for joint simulation of high-dimensional continuous and categorical variables”, In Geostatistics valencia 2016 (pp. 415-430). Springer, Cham. ## Emery, X., Maleki, M.; 2019; “Geostatistics in the presence of geological boundaries: Application to mineral resources modeling”, Ore Geology Reviews, 114, 103124. ## Roldão, D., Ribeiro, D., Cunha, E., Noronha, R., Madsen, A., Masetti, L.; 2012; “Combined use of lithological and grade simulations for risk analysis in iron ore, Brazil”, In Geostatistics Oslo 2012 (pp. 423-434). Springer, Dordrecht. ## Jones, P., Douglas, I., Jewbali, A.; 2013; “Modeling combined geological and grade uncertainty: application of multiple-point simulation at the Apensu gold deposit, Ghana”, Mathematical geosciences, 45(8), 949-965. ## Talebi, H., Sabeti, E. H., Azadi, M., Emery, X.; 2016; “Risk quantification with combined use of lithological and grade simulations: Application to a porphyry copper deposit”, Ore Geology Reviews, 75, 42-51. ## Mery, N., Emery, X., Cáceres, A., Ribeiro, D., Cunha, E.; 2017; “Geostatistical modeling of the geological uncertainty in an iron ore deposit”, Ore Geology Reviews, 88, 336-351. ## Paithankar, A., Chatterjee, S.; 2018; “Grade and tonnage uncertainty analysis of an african copper deposit using multiple-point geostatistics and sequential gaussian simulation”, Natural Resources Research, 27(4), 419-436. ## Kim, H. M., Mallick, B. K., Holmes, C. C.; 2005; “Analyzing nonstationary spatial data using piecewise Gaussian processes”, Journal of the American Statistical Association, 100(470), 653-668. ## Talesh Hosseini, S., Asghari, O., Emery, X.; 2021; “An enhanced direct sampling (DS) approach to model the geological domain with locally varying proportions: Application to Golgohar iron ore mine, Iran”, Ore Geology Reviews, 139, 104452. ## Ortiz, J.M., Emery, X.; 2006; “Geostatistical estimation of mineral resources with soft geological boundaries: a comparative study”, Journal of the Southern African Institute of Mining and Metallurgy, 106(8), 577-584. ## Larrondo, P., Deutsch, C. V.; 2005; “Accounting for geological boundaries in geostatical modeling of multiple rock types”, In Geostatistics Banff 2004 (pp. 3-12). Springer, Dordrecht. ## Maleki, M., Emery, X., Cáceres, A., Ribeiro, D., Cunha, E.; 2016; “Quantifying the uncertainty in the spatial layout of rock type domains in an iron ore deposit”, Computational Geosciences, 20(5), 1013-1028. ## Armstrong, M., Galli, A., Beucher, H., Le Loc’h, G., Renard, D., Doligez, B., Eschard, R., Geffroy, F.; 2011; “Plurigaussian simulations in geosciences”, Springer Science & Business Media. ## Carrasco, P., Ibarra, F., Rojas, R., Le Loc’h, G., Séguret, S.; 2007; “Application of the truncated Gaussian simulation method to a porphyry copper deposit”, In Proceedings of the 33rd International Symposium on Application of Computers and Operation Research in the Mineral Industry APCOM (pp. 31-39). ## Emery, X., González, K.; 2007; “Incorporating the uncertainty in geological boundaries into mineral resources evaluation”, Journal of the Geological Society of India, 69(1), 29–38. ## Riquelme, R., Le Loc’h, G., Carrasco, P., Tapia, R. R., Le, G., Carrasco, P.; 2008; “Truncated Gaussian and plurigaussian simulations of lithological units in Mansa Mina deposit”, Proceedings of the 8th international geostatistics congress, 819–828. ## Talebi, H., Asghari, O., Emery, X.; 2013; “Application of plurigaussian simulation to delineate the layout of alteration domains in Sungun copper deposit”, Central European Journal of Geosciences, 5(4), 514-522. ## Talebi, H., Asghari, O., Emery, X.; 2014; “Simulation of the lately injected dykes in an Iranian porphyry copper deposit using the plurigaussian model”, Arabian Journal of Geosciences, 7(7), 2771-2780. ## Skvortsova, T., Beucher, H., Armstrong, M., Forkes, J., Thwaites, A., Turner, R.; 2002; “Simulating the geometry of a granite-hosted uranium orebody”, In Geostatistics Rio 2000 (pp. 85-99). Springer, Dordrecht. ## Yunsel, T. Y., Ersoy, A.; 2013; “Geological modeling of rock type domains in the Balya (Turkey) lead-zinc deposit using plurigaussian simulation”, Central European Journal of Geosciences, 5(1), 77-89. ## Albertao, G. A., Grell, A. P., Badolato, D., Santos, L.; 2005; “3D geological modeling in a turbidite system with complex stratigraphic-structural framework-an example from Campos Basin, Brazil”, In SPE Annual Technical Conference and Exhibition. OnePetro. ## Barbier, M., Hamon, Y., Doligez, B., Callot, J. P., Floquet, M., Daniel, J. M.; 2012; “Stochastic joint simulation of facies and diagenesis: A case study on early diagenesis of the Madison formation ## (Wyoming, USA) ”, Oil & Gas Science and Technology–Revue d’IFP Energies Nouvelles, 67(1), 123-145. ## Galli, A., Le Loch, G., Geffroy, F., Eschard, R.; 2006; “An application of the truncated pluri-gaussian method for modeling geology”, In: Coburn, T.C., Yarus, J.M., Chambers, R.L. (eds.) Stochastic modeling and geostatistics: Principles, methods, and case studies, volume II, vol. 5, pp. 109–122## Cherubini, C., Giasi, C. I., Musci, F. A. U. S. T. A., Pastore, N.; 2009; “Application of truncated plurigaussian method for the reactive transport modeling of a contaminated aquifer”, In Proc. of the 4th IASME/WSEAS Int. Conf. on Water Resour., Hydraul. & Hydrol.(WHH’09) (pp. 119-124). ## Cherubini, C., Giasi, C. I., Musci, F., Pastore, N.; 2009; “Checking simulations of a geolithological model obtained by means of nested truncated bigaussian method”, International Journal of Mathematical Models and Methods in Applied Sciences, 3(2), 152-161. ## Emery, X.; 2007; “Simulation of geological domains using the plurigaussian model: new developments and computer programs”, Computers & geosciences, 33(9), 1189-1201. ## Ravenne, C., Galli, A., Doligez, B., Beucher, H., Eschard, R.; 2002; “Quantification of facies relationships via proportion curves”, In Geostatistics Rio 2000 (pp. 19-39). Springer, Dordrecht. ## Masoumi, I., Kamali, G., Asghari, O. and Emery, X.; 2020; “Assessing the impact of geologic contact dilution in ore/waste classification in the Gol-Gohar Iron Ore Mine, Southeastern Iran”, Minerals, 10(4), p.336. ## Jafari, A., Karimpour, M.H., Mazaheri, S.A., Shafaroudi, A.M. and Ren, M.; 2019; “Geochemistry of metamorphic rocks and mineralization in the Golgohar iron ore deposit (No. 1), Sirjan, SE Iran: Implications for paleotectonic setting and ore genesis”, Journal of Geochemical Exploration, 205, p.106330. ## Mirnejad, H., Simonetti, A. and Molasalehi, F.; 2011; “Pb isotopic compositions of some Zn–Pb deposits and occurrences from Urumieh–Dokhtar and Sanandaj–Sirjan zones in Iran”, Ore geology reviews, 39(4), pp.181-187. ## Maleki, M. and Emery, X.; 2020; “Geostatistics in the presence of geological boundaries: Exploratory tools for contact analysis”, Ore Geology Reviews, 120, p.103397. ##