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Propagation of input uncertainty in manufacturing Process Flow simulations.

, and . WSC, page 3144-3155. IEEE, (2018)

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ARD: An automated replication-deletion method for simulation analysis., , and . WSC, page 802-813. IEEE, (2013)A Sequential Method for Estimating Steady-State Quantiles Using Standardized Time Series., , , , , , and . WSC, page 73-84. IEEE, (2022)Performance comparison of MSER-5 and N-Skart on the simulation start-up problem., , , , , , and . WSC, page 971-982. IEEE, (2010)A Fixed-Sample-Size Method for Estimating Steady-State Quantiles., , , , , and . WSC, page 457-468. IEEE, (2023)Sequest: a sequential procedure for estimating steady-state quantiles., , , , , , and . WSC, page 662-673. IEEE/ACM, (2014)Sequential estimation of steady-State quantiles: Lessons Learned and Future Directions., , , and . WSC, page 1814-1825. IEEE, (2018)Propagation of input uncertainty in manufacturing Process Flow simulations., and . WSC, page 3144-3155. IEEE, (2018)Sequential Estimation of Steady-State Quantiles: Some New Developments in Methods and Software., , , and . WSC, page 3774-3785. IEEE, (2019)Automated Estimation of Extreme Steady-State Quantiles via the Maximum Transformation., , , and . ACM Trans. Model. Comput. Simul., 27 (4): 22 (2017)Sequem: estimating extreme steady-state quantiles via the maximum transformation., , , , and . WSC, page 562-574. IEEE/ACM, (2015)