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Renewable Energy Policies and Private Sector Investment: Evidence from Financial Microdata

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Abstract

This paper analyses the effect of government policies and other determinants on private finance investment in renewable energy. A unique dataset of financial transactions for renewable energy projects is constructed using the Bloomberg New Energy Finance database. The dataset covers 87 countries, six renewable energy sectors (wind, solar, biomass, small hydropower, marine and geothermal) and the 2000–2011 time-span. In a first set of models undertaken at the level of the financial deal we find that, in contrast to quota-based schemes, price-based support schemes are positively correlated with private finance contributions. This result holds for complementary analyses undertaken at the level of the project. However, for those projects in which public finance complements private finance (co-financed projects) neither quota-based measures nor price-based support schemes have a significant effect on private finance flows.

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Notes

  1. Another notable feature is the importance of production and grid externalities due to the intermittent nature of some renewable resources (see e.g. Benatia et al. 2013).

  2. From the Cleantech company (www.cleantech.com).

  3. Note that the definition used by BNEF might differ from other common uses of the term “asset finance”.

  4. Our full dataset contains 18,927 projects associated with 19,626 financial deals. They are located in one of 151 countries and span the 1977–2013 time period. The restriction of the sample is due to the availability of policy data.

  5. Demonstration projects are part of the pre-commercial stage of technology development, they are usually large single events (projects) intended to ‘demonstrate’ the mitigation potential of a technology (not necessarily its commercialization potential). On the other hand, technology deployment and diffusion are generally programmes directed to households and firms to encourage adoption of new technologies (the commercialization stage).

  6. We explore additional sources of data: (i) the World Bank’s indicator of “ease of doing business” (World Bank 2013; ii) IMF’s “number of other depository corporations” such as commercial banks, credit unions, etc.; (iii) “number of branches” (by the IMF) that includes all units of each type of reporting institution that provide financial services to customer; and (iv) “interest rate spread” by the IMF. Unfortunately, due to many missing values and limited country and time coverage we are not able to incorporate most of these variables in the analysis.

  7. Defined as companies that have been set up, usually to commercialise intellectual property or technology, but are either at a very early stage or have not yet risen funding from an incubator, venture capital, private equity company or corporate venturer. They may be spin-outs from a university, company or other organisation, or they may have just been founded by an entrepreneur to exploit a market need (BNEF 2012).

  8. Two organisation types—charity/non-profit association and defunct—are excluded from the classification. They concern a very small share of organisations—0.51 % of debt providers and 1.74 % of equity providers. Their volumes of finance cannot be attributed to a private or public classification.

  9. Financial risk refers to the risk of default on borrowed funds. This is different from risk of an investment (or “project risk”) that does not depend on the way it is financed.

  10. For example, there are very few observations for number of ODCs and branches, reducing the estimation sample by 75 %. The ease of doing business rank is highly correlated with credit depth of information and interest rate spread, causing collinearity in the model. Finally, concerning interest rate spread there are no data for the key countries, such as the United States, the United Kingdom, and other European countries which are not covered after year 2003.

  11. We only include projects for which all the deals were for “new build” and whose status is “completed”, excluding projects with deal status abandoned, planned and refinancing deals.

  12. Assignment of policy variables to projects could be problematic because we aggregate different deals that may have occurred at different dates. However, 77 % of the projects are financed by deals closed in the same year and 20 % more are financed by deals closed over a 2 or 3 year time span; thus, taking into account the financing year of the project does not present major concerns to our assumptions on the policy framework.

  13. According to BNEF metadata, exposure to new energy is itself measured by the percentage of funds raised by the organisation to be spent in “new energy” activities.

  14. Public finance may originate from other public entities than governments. The variables can thus be considered as proxies that measure public spending and public budget.

  15. The sets of explanatory variables are different in the two equations.

  16. Tobit is formally based on the introduction of a latent variable for the dependent variable and on likelihood maximization.

  17. Our sample is composed of 2,446 projects that fall into three different subsamples depending on the source of finance: 1,933 projects that receive solely private financing (79 %), 424 co-financed projects (17.4 %), and 89 projects solely financed by public investors (3.6 %).

  18. Estimations are carried out using aML software (Lillard and Constantijn 2003).

  19. For FIML see Koopmans et al. (1950). An alternative estimation method is the three-stage least squares (3SLS), see Zellner and Theil (1962). Asymptotic equivalence of these methods under a set of assumptions has been established by Sargan (1964). Here, results of both methods are highly similar.

  20. The Inverse Hyperbolic Sine transformation is defined for positive values by:

    $$\begin{aligned} \hbox {ihs}(\hbox {y})=\hbox {ln}(\hbox {y}+\surd (1+\hbox {y}\wedge {2}))\approx \hbox {ln}(2\hbox {y})=\hbox {ln}(2)+\hbox {ln}(\hbox {y}) \end{aligned}$$
  21. Equivalence is already quite accurate for y = 2 and can be considered as very accurate for y = 3 since values differ by less than 1 % after this threshold.

  22. See Burbidge and Magee (1988) for a discussion of econometric properties. See Pence (2006) for an application to wealth data.

  23. Estimation results of the project-level analysis do not differ when using IHS or a log transformation—we refer to a translated log transformation: log (1 + x).

  24. The remaining countries represent 3.8 % in terms of private finance volume, and 4.9 % in terms of number of transactions.

  25. These findings are robust to exclusion of potential outliers. To test this, the first and the last percentile of observations are excluded from the sample (and also the first 5 % and the last 5 %) and the results are qualitatively the same for FITs and tax relief (not reported here).

  26. In an alternative specification, we also test inclusion of a variable representing the growth in a country’s electricity consumption as a measure of changing market opportunities. We do not report the results because the variable is never statistically significant.

  27. For an accurate interpretation of the results, the coefficient of dummy variable has been corrected following the work of Halvorsen and Palmquist (1980).

  28. Results for the other control variables hold the sign and significance of D2 and are not reported for brevity. Estimation done on a sample of 5,267 observations obtaining \(\hbox {R}^{2 }= 0.7750\).

  29. On a similar specification (not reported), we study the effect of policies by each of the income groups, we follow the classification of the World Bank, finding consistent results with those presented in Table 4.

  30. The degree of intermittency (capacity ratio) might play a role as well.

  31. We run these regressions for wind and solar sectors. There are 1,581 transactions financing wind projects, and 670 transactions financing solar projects. The remaining four renewable energy sectors could not be studied in this exercise either due to a low number of observations (geothermal; marine) or the lack of information in our dataset on the subsectors (small hydropower; biomass and waste).

  32. The statistical insignificance of this triple interaction might be due to few observations with active REQ and high CMDI index (index = 6).

  33. This corresponds to the second equation in (3).

  34. While the magnitude of the coefficient is lower compared with the substitution effect of private on public (Table 9 cont.), recall that the estimation procedure is different (tobit vs. linear) and so the coefficients are not fully comparable.

  35. For the remaining three linear models the interpretation is standard.

  36. This statement holds in general. Whether or not an ambitious policy is viewed as being ‘credible’ will depend on the type of instrument and its design characteristics—as discussed below.

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Correspondence to Miguel Cárdenas Rodríguez.

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Cárdenas Rodríguez, M., Haščič, I., Johnstone, N. et al. Renewable Energy Policies and Private Sector Investment: Evidence from Financial Microdata. Environ Resource Econ 62, 163–188 (2015). https://doi.org/10.1007/s10640-014-9820-x

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