Author_Institution :
Dept. of Civil Eng., Tamkang Univ., Taipei, Taiwan
Abstract :
Any project has to be supported financially. The budget allocated to the project, however, is subject to uncertainty due to various financial, market, and political risks. The present paper incorporates budget uncertainty into project time-cost tradeoff. The proposed model formulates financial feasibility as a stochastic constraint, transforms it into a deterministic equivalent in the case of normal, beta, or triangular distribution, and solves the equivalent accordingly. The direct result is a minimum time-cost curve, which relates the shortest project duration to different levels of budget. The present study shows that a higher degree of budget uncertainty represents a tighter financial constraint and, thus, needs extra contingency duration. Moreover, if the financial constraint has to be met at a higher probability level, extra contingency costs are necessary to ensure an on-time completion. An actual remodeling project is used to demonstrate the application.
Keywords :
budgeting; costing; project management; risk analysis; statistical analysis; stochastic processes; time to market; budget uncertainty; chance-constrained programming; project management; risk analysis; statistical estimation; stochastic constraint; time-cost curve; time-cost tradeoff; Computer crashes; Computer networks; Cost function; Dynamic programming; Linear programming; Piecewise linear techniques; Probability; Project management; Stochastic processes; Uncertainty; Chance-constrained programming; project management; risk analysis; statistical estimation; time-cost tradeoff;