How to cite this paper
Nie, X., Gu, J., Li, P., Li, Q & Li, Z. (2025). The calculation method of critical chain buffer based on GERT network and information entropy.International Journal of Industrial Engineering Computations , 16(3), 583-602.
Refrences
Chen, H., Xu, Z., & Yu, J. (2015). Critical chain buffer size calculation method based on duration distribution and multi-resource constraints. Journal of Systems & Management, 24(02), 237-242.
Chen, R., Liang, C. Y., & Ye, C. S. (2016). Research on the new product R&D project portfolio scheduling model considering learning effects. Journal of Industrial Engineering and Engineering Management, 30(02), 101-107.
Fallh, M., Ashtiani, B., Aryanezhad, M. B. (2010). Critical chain project scheduling: Utilizing uncertainty for buffer size. International Journal of Research and Review in Applied Science, 3(3), 280-289.
Goldratt, E. M. (1997). Critical chain. GREAT BARRINGTON. MA: The North River Press, 110-135.
Gong, J., Hu, T., & Yao, L. (2022). Information entropy based method for critical chain buffer setting. Journal of Automatica Sinica, 48(8), 11.
Guo, H. D., Gao, Q., & Gong, G. S. (2018). Research on the buffer setting method based on improved resource tightness. Modular Machine Tool & Automatic Manufacturing Technique, (12), 142-144.
He, Z. W., Xu, Y., & Zhu, S. Y. (2004). Monte-Carlo simulation analysis of GERT network activity criticality index. Operations Research and Management Science, (01), 1-6.
Herroelen, W. S, & Leus, R. (2002). Critical chain project scheduling: Do not oversimplify. Project Management Journal, 33(4), 46-60.
Herroelen, W. S, Leus, R. (2001). On the merits and pitfalls of critical chain scheduling. Journal of Operations Management, 19(5), 559-577.
Hoel, K., & Taylor, S. G. (1999). Quantifying buffers for project schedules. Production and Inventory Management Journal, 40(2), 43-47.
Hu, X. F., Ma, P. H., & Gao, B. B., et al. (2019). An integrated step-up inverter without transformer and leakage current for grid-connected photovoltaic system. IEEE Transactions on Power Electronics, 34(10), 9814-9827.
Huang, W. (1979). Graphical Review Technique (GERT). Systems Engineering and Electronics, (01), 85-87.
Jiang, G. P., & Chen, Y. W. (2004). Research on project progress based on critical chains. Proceedings of the 7th Academic Exchange Conference of the Chinese Operational Research Society (Middle Volume). Qingdao, Shandong, China: Global-Link Publishing Company, 281-286.
Jiang, H.Y., Peng, Y., & Xie, X. H. (2019). Critical chain buffer size calculation based on information and multi-resource constraints. Journal of Civil Engineering and Management, 36(01), 34-41+47.
Li, J., Wang, Z. C., & Wu, Y. X. (2020). Extension of the concept of entropy - from thermal entropy to information entropy. College Physics, 39(10), 29-33.
Li, S. H., & Lv, Y. P. (1998). Computer simulation of stochastic networks. Basic Sciences Journal of Textile Universities, (01), 68-72.
Li, Y., & Zuo, M. Y. (2007). Research on the estimation method of expected duration of IT project based on GERT technology. Project Management Technology, (9), 16-21.
Lin, J. J., & Zhou, G. H. (2011). Research on critical chain buffer setting method based on process uncertainty. Science and Technology Management Research, 31(02), 227-230.
Liu, S. Q., Luo, D., Liu, J., & Chen, D. D. (2015). Research on the model of critical chain buffer setting in EPC project. Systems Engineering-Theory & Practice, 24(5), 11.
Liu, Y. M., Zhu, F., Jin, L. L. (2019). Multi-attribute decision method based on probabilistic hesitant fuzzy entropy. Control and Decision, 34(04), 861-870.
Long, L. D., & Ario, O. (2008). Fuzzy critical chain method for project scheduling under resource constraints and uncertainty. International Journal of Project Management, 26(6), 688-698.
Newbold, R. C. (1998). Project management in the fast lane, applying the theory of constraints. Boca Raton: The St. Lucie Press, 200-210.
Nie, X.T., Ling, L., & Su, B. (2021). Research on the method of calculating the buffer zone of the critical chain with comprehensive consideration of multi-objective, multi-resource constraints and relay potentials. Water Power, 47(03), 106-110.
Pan, J. H., & Wang, J. H. (2000). A study of loss functions for product interference analysis. Industrial Engineering Research, 2(1), 80-100.
Peng, J. L., Li, F. M., & Liu, Z.P. (2021). Research on critical chain buffer setting for assembly building projects based on information entropy. Journal of Changsha University of Science & Technology (Natural Science), 18(04), 52-60.
Qiu, W. H. (2021). Management decision entropy study and its applications. Beijing, China: Science Press, 13-35.
Shi, Q., & Gong, T. (2012). A GERTs-based method for identifying critical chains of stochastic network plans. Systems Engineering-Theory & Practice, 32(07), 1531-1536.
Shou, Y.Y, & Yeo, K. T. (2000). Estimation of project buffers in critical chain project management. Management of Innovation and Technology, (1), 162-167.
Tao, Y. L., Liu, S. F., & Fang, Z. G. (2018). CF-GERT with eigenfunctions as transfer parameters and its matrix method solution. Systems Engineering-Theory & Practice, 38(02), 509-521.
Tianming, N., Hao, C., Tai, S., et al. (2020). Non-intrusive online distributed pulse shrinking based interconnect testing in 2.5D IC. IEEE Transactions on Circuits and Systems II: Express Briefs, 67(11), 1-1.
Tianming, N., Yao, Y., Hao, C., et al. (2019). LCHR-TSV: Novel low cost and highly repairable honeycomb-based TSV redundancy architecture for clustered faults. IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems, 1-1.
Tukel, O. I. (2006). An investigation of buffer sizing techniques in critical chain scheduling. European Journal of Operational Research, 172(2), 401-416.
Wang, X. Q., Guo, L. Y., & Fu, T. (2005). Research on engineering project schedule planning problems based on critical chain technology. Journal of Hebei University of Technology, (06), 20-23.
Xu, M. B. (1981). List processing methods for PERT and GERT networks. Jiangsu Ship, (S1), 31.
Xu, X. F., Hao, J., Deng, Y. R. (2017). A buffer interval setting and control model for project critical chain considering multifactor perturbations. Systems Engineering-Theory & Practice, 37(06), 1593-1601.
Xu, X., & Han, W. (2007). The setting study for feeding buffer of critical chain scheduling. Industrial Engineering and Management, 5, 51–55.
Zhang, J. G, Song, X. W., & Yang, S. (2017). Critical chain project buffer determination method based on entropy weight method. Management Review, 29(01), 211-219.
Zhang, J. G., & Zhou, S. (2021). Research on the method of determining the buffer of key chain items based on uncertainty. Science and Technology Management Research, 40(10), 154-160.
Zhang, J., Jia, S., & Diaz, E. (2015). A new buffer sizing approach based on the uncertainty of project activities. Concurrent Engineering, 23(1), 3-12.
Zhao, G. H. (1990). GERT network parsing method for polyadditivity elements. Systems Engineering-Theory & Practice, (04), 18-23.
Zhao, G. H. (1995). Mathematical model for time-cost optimization of GERT networks(Ⅰ). Systems Engineering-Theory & Practice, (08), 69-74.
Zheng, D. Q., & Zhao, G. H. (1985). Basic GERT network analysis method. Journal of Taiyuan University of Technology, (02), 39-49.