Purpose
Railroad transit infrastructures are amongst major capital-intensive projects worldwide, which impose significant risks to the contractors of build-operate-transfer projects because of the fluctuations in steel price fluctuation. The purpose of this paper is to introduce a methodology for hedging steel price risk using financial derivatives.
Design/methodology/approach
Cox–Ross valuation lattice has been used as an option valuation model for determining option’s price for the construction companies involved in fixed-price railroad projects. A sensitivity analysis has been conducted using the financial option Greeks to evaluate the impacts of option’s pricing factors in the total price of option.
Findings
The result of valuation shows that European options cost to safeguard against the effects of price risk is only a fraction in contrast to the total cost of steel procurement for a typical railroad construction company. This confirms that using this kind of financial derivative is a beneficial yet effective approach for hedging steel price risk for railroad construction companies.
Practical implications
The applicability of the financial derivatives, both exchange-traded and over-the-counter instruments, is evident in broad financial industry. This paper shows how European options can be readily used for risk management of a typical railroad project, and explains the methodology in a step-by-step procedure.
Originality/value
Although the financial engineering literature is rife of theory and application of derivatives in various contexts, to the best knowledge of authors there is only few papers on the application of these well-developed financial instruments for risk management in construction industry. This study intends to illustrate how financial derivatives can add value to risky construction projects and shed new light in this important application area.
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