A probabilistic approach to assessing project complexity dynamics under uncertainty

Intractable complexity may be encountered as the construction project advances. Existing research rarely investigates the time-updated dynamic in project complexity as the project process progresses. This study develops a novel systematic soft computing approach based on Bayesian inference to explor...

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Main Authors: Luo, Lan, Zhang, Limao, Yang, Delei, He, Qinghua
Other Authors: School of Civil and Environmental Engineering
Format: Article
Language:English
Published: 2022
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Online Access:https://hdl.handle.net/10356/162677
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Institution: Nanyang Technological University
Language: English
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spelling sg-ntu-dr.10356-1626772022-11-03T08:19:30Z A probabilistic approach to assessing project complexity dynamics under uncertainty Luo, Lan Zhang, Limao Yang, Delei He, Qinghua School of Civil and Environmental Engineering Engineering::Civil engineering Evolutionary Dynamics Bayesian Network Intractable complexity may be encountered as the construction project advances. Existing research rarely investigates the time-updated dynamic in project complexity as the project process progresses. This study develops a novel systematic soft computing approach based on Bayesian inference to explore the evolutionary dynamics in project complexity under uncertainty. By learning the network structure and parameters from given data, a dynamic Bayesian network model is established to simulate the complex interrelations among 7 complexity-related variables. The developed approach is capable of performing predictive, sensitivity, and diagnostic analysis on a quantitative basis. The construction project of EXPO 2010 is used to testify the effectiveness and applicability of the developed approach. Results indicate that (1) more attention should be paid to technological complexity and task complexity in the process of complexity management; (2) the developed dynamic Bayesian network approach can model the evolutionary dynamics of project complexity at different scenarios; and (3) the complexity level of a specific construction project over time can be predicted in a dynamic manner. This research contributes to (a) the state of the knowledge by proposing a systematic soft computing methodology that can model and identify the dynamic interactions of project complexity factors over time, and (b) the state of the practice by gaining a better understanding of the most sensitive factors for managing complexity in a changing project environment. This study is supported by the National Natural Science Foundation of China (72061025, 71901113, 71640012, 71801083, and 71971161), Social Science Foundation of Jiangxi Province (21GL05), and China Scholarship Council Project (201806825066) 2022-11-03T08:19:29Z 2022-11-03T08:19:29Z 2022 Journal Article Luo, L., Zhang, L., Yang, D. & He, Q. (2022). A probabilistic approach to assessing project complexity dynamics under uncertainty. Soft Computing, 26(8), 3969-3985. https://dx.doi.org/10.1007/s00500-021-06491-w 1432-7643 https://hdl.handle.net/10356/162677 10.1007/s00500-021-06491-w 2-s2.0-85119300914 8 26 3969 3985 en Soft Computing © 2021 The Author(s), under exclusive licence to Springer-Verlag GmbH Germany, part of Springer Nature. All rights reserved.
institution Nanyang Technological University
building NTU Library
continent Asia
country Singapore
Singapore
content_provider NTU Library
collection DR-NTU
language English
topic Engineering::Civil engineering
Evolutionary Dynamics
Bayesian Network
spellingShingle Engineering::Civil engineering
Evolutionary Dynamics
Bayesian Network
Luo, Lan
Zhang, Limao
Yang, Delei
He, Qinghua
A probabilistic approach to assessing project complexity dynamics under uncertainty
description Intractable complexity may be encountered as the construction project advances. Existing research rarely investigates the time-updated dynamic in project complexity as the project process progresses. This study develops a novel systematic soft computing approach based on Bayesian inference to explore the evolutionary dynamics in project complexity under uncertainty. By learning the network structure and parameters from given data, a dynamic Bayesian network model is established to simulate the complex interrelations among 7 complexity-related variables. The developed approach is capable of performing predictive, sensitivity, and diagnostic analysis on a quantitative basis. The construction project of EXPO 2010 is used to testify the effectiveness and applicability of the developed approach. Results indicate that (1) more attention should be paid to technological complexity and task complexity in the process of complexity management; (2) the developed dynamic Bayesian network approach can model the evolutionary dynamics of project complexity at different scenarios; and (3) the complexity level of a specific construction project over time can be predicted in a dynamic manner. This research contributes to (a) the state of the knowledge by proposing a systematic soft computing methodology that can model and identify the dynamic interactions of project complexity factors over time, and (b) the state of the practice by gaining a better understanding of the most sensitive factors for managing complexity in a changing project environment.
author2 School of Civil and Environmental Engineering
author_facet School of Civil and Environmental Engineering
Luo, Lan
Zhang, Limao
Yang, Delei
He, Qinghua
format Article
author Luo, Lan
Zhang, Limao
Yang, Delei
He, Qinghua
author_sort Luo, Lan
title A probabilistic approach to assessing project complexity dynamics under uncertainty
title_short A probabilistic approach to assessing project complexity dynamics under uncertainty
title_full A probabilistic approach to assessing project complexity dynamics under uncertainty
title_fullStr A probabilistic approach to assessing project complexity dynamics under uncertainty
title_full_unstemmed A probabilistic approach to assessing project complexity dynamics under uncertainty
title_sort probabilistic approach to assessing project complexity dynamics under uncertainty
publishDate 2022
url https://hdl.handle.net/10356/162677
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