Abstract
Cost–benefit analysis (CBA) is a method widely used all over the world for transport project appraisal. However, this method needs to handle the inherent uncertainty which affects the results negatively. In a highway project, there are high uncertainties due to a lack of data, future predictions, economic indeterminacy, etc. In conventional approaches, a risk analysis, which is based primarily on a sensitivity analysis and/or Monte Carlo simulation, is conducted in order to solve the problems mentioned above. However, these approaches present some main drawbacks. This study aims to investigate the usability and utility of a new approach in highways CBA in order to cope with uncertainty easily and in a more user-friendly way. To achieve the above-cited goal, the technique of a fuzzy cognitive map (FCM) was utilized due to its popularity in modeling complex problems. A decision-making FCM model including a RISK parameter was developed by experienced people/experts in this scientific domain to assess benefits and costs in highway projects. The developed FCM model focuses on minimizing the effects of uncertainty in the CBA for highways. Therefore, the concepts of conventional CBA were defined within the domain of risk analysis. The performance of the developed FCM model was tested through actual feasibility studies as well as through a specific case study. As a result of comparisons, promising results for validation of the developed FCM model are obtained.
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Akbıyıklı, R.: Engineering Economics Fundamental Principles and Applications. Birsen Press, Istanbul (2014). (in Turkish)
Akbıyıklı, R.: The Report of Economic Feasibility Study for Linking Highway Between NMM and D100, TEM, İzmit Bay Crossing, Kocaeli Metropolitan Municipality, Kocaeli, Turkey (2014)
Axelrod, R.: Structure of Decision: The Cognitive Maps of Political Elites. Princeton University Press, Princeton (1976)
Avineri, E., Prashker, J., Ceder, A.: Transportation projects selection process using fuzzy sets theory. Fuzzy Sets Syst. 116, 35–47 (2000)
Bağdatlı, M.E.C., Akbıyıklı, R., Demir, A.: Utilisation of intelligent systems in the economical evaluation of transportation projects. Online J. Sci. Technol. 5(3), 78–84 (2015)
Bağdatlı, M.E.C., Akbıyıklı, R.: Ulaştırma yapıları ekonomik analizlerinde iskonto oranı: bir durum çalışması, Sakarya Üniversitesi Fen Bilimleri Enstitüsü Dergisi, Cilt 19, Sayı 1, Sayfa 67–74 (2015)
Campbell, H.F., Brown, R.P.C.: Benefit-Cost Analysis Financial and Economic Appraisal Using Spreadsheets. Cambridge University Press, New York (2003)
Carr, V., Tah, J.H.M.: A fuzzy approach to construction project risk assessment and analysis: construction project risk management system. Adv. Eng. Softw. 32, 847–857 (2001)
Carvalho, J.P., Tomé, J.A.B.: Rule based fuzzy cognitive maps—a comparison with fuzzy cognitive maps. In: Proceedings of the NAFIPS99, New York, NY, USA (1999)
Carvalho, J.,P., Tome, J.A.B.: Rule Based Fuzzy Cognitive Maps—Qualitative Systems Dynamics. In: Proceedings of the 19th International Conference of the North American Fuzzy Information Processing Society, NAFIPS2000, Atlanta (2000)
Damart, S., Roy, B.: The uses of cost–benefit analysis in public transportation decision-making in France. Transp. Policy 16(2009), 200–212 (2009)
EC: Guide to Cost Benefit Analysis of Investment Projects. European Commission Directorate General Regional Policy (2008)
Feng, C., Wang, S.: Integrated cost–benefit analysis with environmental factors for a transportation project: case of Pinglin interchange in Taiwan. J. Urban Plan. Dev. 133(3), 172–178 (2007)
FHWA: Economic Analysis Primer. Federal Highway Administration. Office of Asset Management, U.S. Department of Transportation, Washington, DC (2003)
Godinho, P. Dias, J.: Cost–benefit analysis and the optimal timing of road infrastructures. J. Infrastruct. Syst. 18(4), 261–269 (2012)
Groumpos, P.P.: Fuzzy cognitive maps: basic theories and their application to complex systems. In: Glykas, M. (ed.) Fuzzy Cognitive Maps Studies in Fuzziness and Soft Computing, vol. 247. Springer, Berlin (2010)
Haezendonck, E.: Transport Project Evaluation Extending the Social Cost–Benefit Approach. Edward Elgar Publishing Ltd, Cheltenham (2007)
Hurtado, S.M.: Modeling of operative risk using fuzzy expert systems. In: Glykas, M. (ed.) Fuzzy Cognitive Maps. Springer, Berlin (2010)
Jones, H., Moura, F., Domingos, T.: Transport infrastructure project evaluation using cost–benefit analysis. Procedia Soc. Behav. Sci. 111, 400–409 (2014)
Kosko, B.: Fuzzy cognitive maps. Int. J. Man Mach. Stud. 24, 65–75 (1986)
Lazzerini, B., Mkrtchyan, L.: Analyzing risk impact factors using extended fuzzy cognitive maps. IEEE Syst. J. 5(2), 288–297 (2011)
Lazzerini, B., Mkrtchyan, L.: Pessimistic evaluation of risks using ranking of generalized fuzzy numbers. In: IEEE Systems Conference (2010)
Maravas, A., Pantouvakis, J.P., Lambropoulos, S.: Modeling uncertainty during cost benefit analysis of transportation projects with the aid of fuzzy set theory. Procedia Soc. Behav. Sci. 48, 3661–3670 (2012)
MN/DOT: Benefit Cost Analysis Guidance. Minnesota Department of Transportation, St. Paul (2005)
Mouter, N., Annema, J.A., Wee, B.V.: Attitudes towards the role of cost benefit analysis in the decision-making process for spatial-infrastructure projects: a Dutch case study. Transp. Res. Part A 58, 1–14 (2013)
Özkir, V., Demirel, T.: A fuzzy assessment framework to select among transportation investment projects in Turkey. Expert Syst. Appl. 39, 74–80 (2012)
Papageorgiou, E.I., Markinos, A.T., Gemtos, T.A.: Soft computing technique of fuzzy cognitive maps to connect yield defining parameters with yield in cotton crop production in central Greece as a basis for a decision support system for precision agriculture application. In: Glykas, M. (ed.) Fuzzy Cognitive Maps Studies in Fuzziness and Soft Computing, vol. 247. Springer, Berlin (2010)
Papageorgiou, E.I., Spyridonos, P.P., Glotsos, D.T., Stylios, C.D., Ravazoula, P., Nikiforidis, G.N., Groumpos, P.P.: Brain tumour characterization using the soft computing technique of fuzzy cognitive maps. Appl. Soft Comput. 8, 820–828 (2008)
Papageorgiou, E.I. (ed.) Fuzzy Cognitive Maps for Applied Sciences and Engineering—From Fundamentals to Extensions and Learning Algorithms. Intelligent Systems Reference Library No. 54, Springer, Berlin, ISBN: 978-3-642-39738-7 (2014)
Papageorgiou, E.I., Salmeron, J.L.: A review of fuzzy cognitive map research at the last decade. IEEE Trans. Fuzzy Syst. (IEEE TFS) 21(1), 66–79 (2013)
Papageorgiou, E.I.: A new methodology for decisions in medical informatics using fuzzy cognitive maps based on fuzzy rule-extraction techniques. Appl. Soft Comput. 11, 500–513 (2011)
Papageorgiou, E.I., Markinos, A., Gemtos, T.: Application of fuzzy cognitive maps for cotton yield management in precision farming. Expert Syst. Appl. 36(10), 12399–12413 (2009)
Papageorgiou, E.I.: Review study on fuzzy cognitive maps and their applications during the last decade. In: Glykas, M. (ed.) Business Process Management, SCI, vol. 444, pp. 281–298. Springer, Berlin (2013)
Rezakhani, P.: Fuzzy risk analysis model for construction projects. Int. J. Civ. Struct. Eng. 2(2), 507–522 (2011)
Salling, K.B., Banister, D.: Assessment of large transport infrastructure projects: the CBA-DK model. Transp. Res. Part A 43, 800–813 (2009)
Salling, K.B., Leleur, S.: Modelling of transport project uncertainties: risk assessment and scenario analysis. Eur. J. Transp. Infrastruct. Res. 12(1), 21–38 (2012)
Salling, K.B., Leleur, S.: Transport appraisal and Monte Carlo simulation by use of the CBA-DK model. Transp. Policy 18, 236–245 (2011)
Shakhsi-Niaei, M., Torabi, S.A., Iranmanesh, S.H.: A comprehensive framework for project selection problem under uncertainty and real-world constraints. Comput. Ind. Eng. 61, 226–237 (2011)
Stylios, C.D., Groumpos, P.P.: Modeling complex systems using fuzzy cognitive maps. IEEE Trans. Syst. Man Cybern Part A Syst. Hum. 34(1), 155–162 (2004)
TCK: Highway Economy and Project Evaluation Techniques, Course Book. General Directorate of Turkish Highways, Ankara (2013) (in Turkish)
Teng, J.Y., Tzeng, G.H.: Transportation investment project selection using fuzzy multiobjective programming. Fuzzy Sets Syst. 96(3), 259–280 (1998)
Yaman, D., Polat, S.: A fuzzy cognitive map approach for effect-based operations: an illustrative case. J. Inf. Sci. 179(4), 382–403 (2009)
Yayla, N.: Highway Engineering. Birsen Press, Istanbul (2008). (in Turkish)
Zhao, T., Sundararajan, S.K., Tseng, C.: Highway development decision-making under uncertainty: a real options approach. J. Infrastruct. Syst. 10(1), 23–32 (2004)
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Appendix: Identification and Description of Risks in CBA for Highway Projects
Appendix: Identification and Description of Risks in CBA for Highway Projects
Risk likelihood | Risk severity |
---|---|
AC | |
1—Including missing data in the accident reports □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 1—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
2—Including missing data in the accident statistics □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 2—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
3—Including wrong data in the accident statistics □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 3—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
4—Wrong determination of accident unit prices □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 4—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
5—Changing of discount rate □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 5—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
TV | |
1—Wrong determination of unit prices of the travel time □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 1—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
2—Wrong calculation of gaining time □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 2—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
3—Wrong determination of time value of the load □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 3—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
4—Wrong calculation of the existing traffic □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 4—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
5—Wrong estimation of the future traffic □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 5—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
6—Changing of discount rate □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 6—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
VOC | |
1—Wrong determination of unit prices of the VOC □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 1—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
2—Wrong calculation of the existing traffic □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 2—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
3—Wrong estimation of the future traffic □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 3—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
4—Changing of discount rate □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 4—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
OMC | |
1—Wrong estimation of the OMC □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 1—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
2—Changing of discount rate □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 2—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
CC | |
1—Changing of unit prices of the CC □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 1—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
2—Changing of discount rate □ Very unlikely □ Unlikely □ Medium □ Likely □ Very likely | 2—The effect of this risk on the CBA □ Very low □ Low □ Medium □ High □ Very high |
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Bağdatlı, M.E.C., Akbıyıklı, R. & Papageorgiou, E.I. A Fuzzy Cognitive Map Approach Applied in Cost–Benefit Analysis for Highway Projects. Int. J. Fuzzy Syst. 19, 1512–1527 (2017). https://doi.org/10.1007/s40815-016-0252-3
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DOI: https://doi.org/10.1007/s40815-016-0252-3