Optimizing the Project Delivery Time with Time Cost Trade-offs
While to minimize the overall project cost is always
one of the objectives of construction managers, to obtain the
maximum economic return is definitely one the ultimate goals of the
project investors. As there is a trade-off relationship between the
project time and cost, and the project delivery time directly affects the
timing of economic recovery of an investment project, to provide a
method that can quantify the relationship between the project delivery
time and cost, and identify the optimal delivery time to maximize
economic return has always been the focus of researchers and
industrial practitioners. Using genetic algorithms, this study
introduces an optimization model that can quantify the relationship
between the project delivery time and cost and furthermore, determine
the optimal delivery time to maximize the economic return of the
project. The results provide objective quantification for accurately
evaluating the project delivery time and cost, and facilitate the
analysis of the economic return of a project.
[1] C. W. Feng, L. Liu,and S. A.Burns, "Using genetic algorithms to solve
construction time-cost trade-off problems," J. Comput. Civ. Eng.,vol. 11,
no. 3, 1997, pp. 184-189.
[2] Holland, J. H. Adaptation in natural and artificial systems. Univ. of
Michigan Press, Ann Arbor, Mich.,1975.
[3] A. B. Senouci,and N. N.Eldin, "Use of genetic algorithms in resource
scheduling of construction projects," J. Constr. Eng. Manage. , vol. 130,
no. 6, 2004, pp. 869-877.
[4] J. E.Kelly, "Critical-path planning and scheduling: Mathematical
basis,"Operational Res., 1961, pp. 296-320.
[5] R. Reda,and R. I. Carr,"Time-cost trade-off among related activities,"J.
Constr. Eng. Manage., vol. 115, no. 3, 1989,pp. 475-486.
[6] B. Holt, L. M. Fu, "Rule generation from neural networks," IEEE Trans.
on Sys., Man and Cybernetics, vol. 8, no. 3, 1955, pp. 54-63.
[1] C. W. Feng, L. Liu,and S. A.Burns, "Using genetic algorithms to solve
construction time-cost trade-off problems," J. Comput. Civ. Eng.,vol. 11,
no. 3, 1997, pp. 184-189.
[2] Holland, J. H. Adaptation in natural and artificial systems. Univ. of
Michigan Press, Ann Arbor, Mich.,1975.
[3] A. B. Senouci,and N. N.Eldin, "Use of genetic algorithms in resource
scheduling of construction projects," J. Constr. Eng. Manage. , vol. 130,
no. 6, 2004, pp. 869-877.
[4] J. E.Kelly, "Critical-path planning and scheduling: Mathematical
basis,"Operational Res., 1961, pp. 296-320.
[5] R. Reda,and R. I. Carr,"Time-cost trade-off among related activities,"J.
Constr. Eng. Manage., vol. 115, no. 3, 1989,pp. 475-486.
[6] B. Holt, L. M. Fu, "Rule generation from neural networks," IEEE Trans.
on Sys., Man and Cybernetics, vol. 8, no. 3, 1955, pp. 54-63.
@article{"International Journal of Business, Human and Social Sciences:64750", author = "Wei Lo and Ming-En Kuo", title = "Optimizing the Project Delivery Time with Time Cost Trade-offs", abstract = "While to minimize the overall project cost is always
one of the objectives of construction managers, to obtain the
maximum economic return is definitely one the ultimate goals of the
project investors. As there is a trade-off relationship between the
project time and cost, and the project delivery time directly affects the
timing of economic recovery of an investment project, to provide a
method that can quantify the relationship between the project delivery
time and cost, and identify the optimal delivery time to maximize
economic return has always been the focus of researchers and
industrial practitioners. Using genetic algorithms, this study
introduces an optimization model that can quantify the relationship
between the project delivery time and cost and furthermore, determine
the optimal delivery time to maximize the economic return of the
project. The results provide objective quantification for accurately
evaluating the project delivery time and cost, and facilitate the
analysis of the economic return of a project.", keywords = "Time-Cost Trade-Off, Genetic Algorithms, Resource Integration, Economic return.", volume = "7", number = "6", pages = "1880-4", }