Time-cost relationship of building projects: statistical adequacy of categorization with respect to project location

被引:13
|
作者
Dursun, Onur [1 ]
Stoy, Christian [1 ]
机构
[1] Univ Stuttgart, Inst Construct Econ, Stuttgart, Germany
关键词
Bromilow's time-cost model; categorization; project location; F-ratio;
D O I
10.1080/01446193.2010.528437
中图分类号
F [经济];
学科分类号
02 ;
摘要
Construction duration is one of the key elements to determine the success of a project. Several models have been developed to provide precise predictions of construction duration. The datasets in previous studies comprise observations from particular countries. This precludes examination of the role of project location at the country level for modelling construction duration. The aim, therefore, is to test the statistical adequacy of categorizing projects with respect to their locations for modelling construction duration. A formal procedure to evaluate the adequacy of categorizing observations is also presented. It is intended to contribute to the epistemology of modelling construction duration. The dataset was generated from a global client. It contains information on 246 projects from 25 different countries. This creates a categorical variable for location. Bromilow's time-cost model is chosen to assess the adequacy of this categorization. A full model with indicator and interaction variables is compared to a restricted one. Parameter estimation was performed according to the ordinary least squares method. F-statistics are calculated and the probability of the value is significant. The results show that two distinct groups with substantial changes in model parameters exist in the dataset. It is also noted that conclusions are valid over the selected population.
引用
下载
收藏
页码:97 / 106
页数:10
相关论文
共 50 条
  • [21] A NOTE ON TIME-COST TRADEOFFS IN UNCERTAIN EMPIRICAL RESEARCH PROJECTS
    SCHERER, FM
    NAVAL RESEARCH LOGISTICS QUARTERLY, 1966, 13 (03): : 349 - &
  • [22] Time-cost optimization of construction projects with generalized activity constraints
    Chassiakos, AP
    Sakellaropoulos, SP
    JOURNAL OF CONSTRUCTION ENGINEERING AND MANAGEMENT, 2005, 131 (10) : 1115 - 1124
  • [23] Application of time-cost trade-off model in forest management projects: The case of Oak decline project
    Zandebasiri, Mehdi
    Vacik, Harald
    Etongo, Daniel
    Dorfstetter, Yasmin
    Soosani, Javad
    Pourhashemi, Mehdi
    JOURNAL OF FOREST SCIENCE, 2019, 65 (12) : 481 - 492
  • [24] Project time-cost analysis under generalised precedence relations
    Sakellaropoulos, S
    Chassiakos, AP
    ADVANCES IN ENGINEERING SOFTWARE, 2004, 35 (10-11) : 715 - 724
  • [25] Time-cost optimization using harmony search algorithm in construction projects
    Zalmai, Lemar Mohammad
    Akcay, Cemil
    Manisali, Ekrem
    REVISTA DE LA CONSTRUCCION, 2019, 18 (02): : 226 - 237
  • [26] Time-cost optimization in repetitive project scheduling with limited resources
    Zou, Xin
    Zhang, Lihui
    Zhang, Qian
    ENGINEERING CONSTRUCTION AND ARCHITECTURAL MANAGEMENT, 2022, 29 (02) : 669 - 701
  • [27] EFFECTS OF PROJECT UNCERTAINTIES ON NONLINEAR TIME-COST TRADEOFF PROFILE
    Pathak, B. Kumar
    Srivastava, S.
    IRANIAN JOURNAL OF FUZZY SYSTEMS, 2015, 12 (04): : 79 - 100
  • [28] Complexity of the discrete time-cost tradeoff problem for project networks
    De, P
    Dunne, EJ
    Ghosh, JB
    Wells, CE
    OPERATIONS RESEARCH, 1997, 45 (02) : 302 - 306
  • [29] PERT-type projects: time-cost tradeoffs under uncertainty
    Laslo, Zohar
    Gurevich, Gregory
    SIMULATION-TRANSACTIONS OF THE SOCIETY FOR MODELING AND SIMULATION INTERNATIONAL, 2013, 89 (03): : 278 - 293
  • [30] A Fuzzy Simulated Annealing approach for project time-cost tradeoff
    Milenkovic, Milos
    Bojovic, Nebojsa
    Ribeiro, Rita Almeida
    Glisovic, Natasa
    JOURNAL OF INTELLIGENT & FUZZY SYSTEMS, 2012, 23 (05) : 203 - 215