Poster Paper:
Do Public-Private Partnerships Work? An Empirical Evidence from the Transportation Infrastructure Sector in Oregon
*Names in bold indicate Presenter
This paper aims at empirically evaluating the extent that the DB method would be able to produce more efficient results compared to the traditional DBB method. I use transaction cost economics approach to reveal how transaction costs have influenced the choice of the delivery methods and thus its economic performance. Using a two-stage empirical strategy, I examine 59 bridge and a combination bridge-roadway projects in Oregon. At the first stage, the input-saving efficiency index is measured by using the non-parametric data envelopment analysis (DEA) technique, using costs and time duration for the input variables, and lane miles and square-foot bridge deck for the output variables. At the second stage, the efficiency index is analyzed using the instrumental variable two-stage regression approach to estimate the effect of transaction costs on the efficiency of DB versus DBB projects, taking into account the endogenous project selection problem. The transaction costs are proxied by three instrumental variables: the number of project sites (indicating the complexity of the project), the number of bidders (indicating the level of asset specificity), and the absence of county government’s funding (indicating the size of the investment). I find that DB projects are more efficient than the DBB projects, and that transaction costs help predict the choice of DB mode, i.e. the probability of using DB mode over DBB mode, and thus, the differences in efficiency between DB and DBB projects. These findings are consistent with the transaction cost economics theory that suggests transaction costs minimization motive underlies the choice of governance structure, in this case, the DB method. This paper contributes to the large literature about method for performance evaluation, suggesting a proper way of conducting an empirical comparative study of PPPs, considering the selection problem.