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Debt Capacity and Optimal Capital Structure for Privately Financed Infrastructure Projects
65
Citations
11
References
1995
Year
Debt CapacityInfrastructure FinanceInfrastructure InvestmentManagementExternal DebtConcession AgreementsEconomicsAccountingVenture CapitalOptimal Capital StructureFinanceCostly BankruptcyBusinessPrivate SectorProject FinanceFinancial ContractFinancial MechanismInnovative FinancingFinancingFinancial StructureCapital StructureBankruptcy
Concession agreements allow governments to outsource infrastructure development to private promoters who must decide how to finance construction and operations, typically using off‑balance‑sheet debt that carries high bankruptcy risk. The paper investigates the debt capacity of privately financed infrastructure projects, showing it is below full debt financing. The authors illustrate the concepts with a concrete example. They find that debt capacity is below 100 %, the equity‑return‑maximizing debt level is below capacity, the NPV‑maximizing debt level is even smaller, and pushing debt toward capacity rapidly erodes investor value.
Concession agreements can be used by governments to induce the private sector to develop and operate many types of infrastructure projects. Under this type of arrangement, several private-sector companies join forces, become project promoters, and form a separate company that becomes responsible for financing, building, and operating the facility. Before this company can be formed, prospective promoters must determine how to fund the associated construction and startup costs. They must decide how much to borrow, how much to infuse from their own funds, and how much to raise from outside investors. Typically, such projects must repay any debt obligations through their own net operating income, and do not provide the lenders with any other collateral (off-balance-sheet financing). Thus, the possibility of a costly bankruptcy becomes much more likely. In this paper, we show that under these circumstances the amount of debt that a project can accommodate (its debt capacity) is less than 100% debt financing. The amount of debt that maximizes the investors' return on equity is less than the project's debt capacity, and the amount of debt that maximizes the project's net present value is even smaller. Exceeding these debt amounts and moving towards debt capacity should be avoided because it can rapidly erode the project's value to the investors. An example illustrates these concepts.
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