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Optimized real options-based approach for government guarantees in PPP toll road projects

机译:基于实物期权的优化方法,用于PPP收费公路项目中的政府担保

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The uncertainty associated with future traffic levels in Build-Operate-Transfer toll road projects lead todifficulties in obtaining finance and thus to unsuccessful bids. In orderto increase the attractiveness of projects for investors, governments usually provide several types of guarantees such as Minimum Revenue Guarantees (MRGs). In many cases, challenges associated with the valuation of this uncertainty force governments to provide excessive guarantees, placing an increased burden on the public budget. Based on this problem, a real-option-based model is presented for the identification of optimum upper and lower boundaries of compound MRG and Maximum Revenue Cap (MRC) options which establish a fair risk allocation structure. The proposed model uses an optimization approach in which high levels of guarantees in initial years are compensated by the transfer of excess revenues obtained by the private investor in late years. The optimum upper and lower boundaries of compound MRG and MRC options are identified using the proposed model. Results reveal that the emerging net guarantee amount generated by using any pair values of the MRG and MRC that remain in the identified interval not only maintains the attractiveness of project for private investors but also restrains government contingent liabilities. Thus, the identified interval of MRG and MRC enables the structuring of a flexible bargaining environment for both parties.
机译:建造-运营-转让收费公路项目中与未来交通水平相关的不确定性导致难以获得资金,从而导致投标失败。为了增加项目对投资者的吸引力,政府通常提供几种类型的担保,例如最低收入担保(MRG)。在许多情况下,与这种不确定性估值相关的挑战迫使政府提供过多的担保,从而增加了公共预算的负担。基于此问题,提出了一种基于实物期权的模型,用于确定复合MRG和最大收益上限(MRC)期权的最佳上下边界,从而建立了公平的风险分配结构。所提出的模型使用了一种优化方法,其中最初几年的高水平担保可以通过私人投资者在最近几年获得的超额收入的转移来补偿。使用建议的模型确定复合MRG和MRC选项的最佳上下边界。结果表明,通过使用在确定的时间间隔内保留的MRG和MRC的任何对值生成的新兴净担保金额不仅可以保持项目对私人投资者的吸引力,还可以限制政府的或有负债。因此,确定的MRG和MRC间隔可以为双方构建灵活的讨价还价环境。

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