Probability distribution fitting of schedule overruns in construction projects

P E D Love, Sing C-P, X Wang, D J Edwards and H Odeyinka
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P E D Love: Curtin University, Perth, Australia
Sing C-P: Curtin University, Perth, Australia
X Wang: Curtin University, Perth, Australia
D J Edwards: Birmingham City University, Birmingham, UK
H Odeyinka: University of Ulster, Belfast, UK

Journal of the Operational Research Society, 2013, vol. 64, issue 8, 1231-1247

Abstract: The probability of schedule overruns for construction and engineering projects can be ascertained using a ‘best fit’ probability distribution from an empirical distribution. The statistical characteristics of schedule overruns occurring in 276 Australian construction and engineering projects were analysed. Skewness and kurtosis values revealed that schedule overruns are non-Gaussian. Theoretical probability distributions were then fitted to the schedule overrun data; including the Kolmogorov–Smirnov, Anderson–Darling and Chi-Squared non-parametric tests to determine the ‘Goodness of Fit’. A Four Parameter Burr probability function best described the behaviour of schedule overruns, provided the best overall distribution fit and was used to calculate the probability of a schedule overrun being experienced. The statistical characteristics of contract size and schedule overruns were also analysed, and the Wakeby (AU$101 m) models provided the best distribution fits and were used to calculate schedule overrun probabilities by contract size.

Date: 2013
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