Strategic selecting of public projects using fuzzy real option

• Published in: Asian journal on quality Vol. 11; no. 3; pp. 236 - 250
• Main Authors: Lee, Hyeon-Lo, Moon, Jong Beom, Yoo, Wang Jin, Lee, Dong Myung
• Format: Journal Article
• Language: Korean
• Published: 2010
• Subjects: Fuzzy logic; Advanced manufacturing technologies; Project management; Research
• ISSN: 1598-2688

Purpose - The purpose of this paper is to apply the real option method with fuzzy logic to value the government-sponsored projects of advanced technology development for strategic selection in an uncertain competitive environment. Design/methodology/approach - For strategic selection of government-sponsored industrial R&D projects, in this paper, Carlsson and F$\acute{u}$ller's model was adopted which employs fuzzy logic to estimate the benefits and costs calculated from various scenarios and utilizes Black-Scholes-Merton model. The model of strategic selection is suggested for government R&D with fuzzy real option valuation (FROV) and the portfolio planning model from GE-Mckinsey matrix as well. Findings - FROV was found to be more appropriate to measure the strategic value than the traditional financial method (net present value, NPV, etc.). When the NPV is ambiguous in deciding whether to go or not to go, for instance, just below zero NPV and high volatility of expected benefit, FROV can offer the additive value of the project reflecting volatility of benefit due to the volatility. Research limitations/implications - Based on insufficient practical data, this methodology should be verified with various projects and measuring volatility of pay-off requires precise analysis. In addition, research opportunities are in the stepwise R&D project with fuzzy compound real option. Originality/value - Many papers on economic analysis of R&D project are focused on NPV or cost-benefit analysis in the public sector. Several attempts with real option have been conducted in the pharmaceutical field or the aerospace (NASA) industry but are not concerned with the fuzziness of expected benefit. Hence, in this paper, fuzzy logic is added to handle imprecise information on the Black-Scholes-Merton model with dividend paying.