Tol, R. (2015). Bootstraps for Meta-Analysis with an Application to the Impact of Climate Change Computational Economics, 46(2):287--303.

Bootstrap and smoothed bootstrap methods are used to estimate the uncertainty about the total impact of climate change, and to assess the performance of commonly used impact functions. Kernel regression is extended to include restrictions on the functional form. Impact functions do not describe the primary estimates of the economic impacts very well, and monotonic functions do particularly badly. The impacts of climate change do not significantly deviate from zero until 2.5–3.5 \$\$\textasciicircum{}\{\textbackslash{}circ \}\textbackslash{}hbox \{C\}\$\$∘C warming. The uncertainty is large, and so is the risk premium. The ambiguity premium is small, however. The certainty equivalent impact is a negative 1.5 % of income for \$\$2.5\textbackslash{},\textasciicircum{}\{\textbackslash{}circ \}\textbackslash{}hbox \{C\}\$\$2.5∘C, rising to 15 % (50 %) for \$\$5.0\textbackslash{},\textasciicircum{}\{\textbackslash{}circ \}\textbackslash{}hbox \{C\}\$\$5.0∘C for a rate of risk aversion of 1 (2).