2014
DOI: 10.1007/s10584-014-1159-3
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Informed selection of future climates

Abstract: Analysis of climate change is often computationally burdensome. Here, we present an approach for intelligently selecting a sample of climates from a population of 6800 climates designed to represent the full distribution of likely climate outcomes out to 2050 for the Zambeze River Valley. Philosophically, our approach draws upon information theory. Technically, our approach draws upon the numerical integration literature and recent applications of Gaussian quadrature sampling. In our approach, future climates … Show more

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Cited by 11 publications
(10 citation statements)
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“…The inputs into the economywide model arrive in the form of distributions of annual weather shocks driven by a hybrid frequency distribution (HFD) of 6800 possible future climate outcomes (Schlosser and Strzepek 2013) summarized to 426 representative future climates using the approach described by Arndt et al (2014). These 426 climates are designed to represent the best possible approximation to the distribution of future climates given the information available today and under the assumption that global mitigation policy regimes fail to constrain emissions growth.…”
mentioning
confidence: 99%
“…The inputs into the economywide model arrive in the form of distributions of annual weather shocks driven by a hybrid frequency distribution (HFD) of 6800 possible future climate outcomes (Schlosser and Strzepek 2013) summarized to 426 representative future climates using the approach described by Arndt et al (2014). These 426 climates are designed to represent the best possible approximation to the distribution of future climates given the information available today and under the assumption that global mitigation policy regimes fail to constrain emissions growth.…”
mentioning
confidence: 99%
“…Due to computational limitations, running the full ensemble of 6,800 members is infeasible. For this reason, we use a Gaussian Quadrature approach, as described in [ 32 ], to produce a subset and respective weights that represent the full ensemble. The Gaussian Quadrature approach identifies a set of indices for the ensemble members, and then identifies a subsample of simulations for which the values of the identified indices are distributed similarly to that of the full ensemble.…”
Section: Models and Methodsmentioning
confidence: 99%
“…The use of climate change projections from the entirety of the CMIP3 climate model collection is justified by the fact that projections of water scarcity are strongly influenced by the particular regional patterns of change these models produce under any given climate scenario (Arnell et al 2011, Gosling andArnell 2016). Then, for the sake of computational efficiency, a Gaussian quadrature procedure (Arndt et al 2015) is employed to produce a subset (539 and 630 members for UE and L2S, respectively) and corresponding weight for each ensemble member. The procedure ensures that the resulting reduced ensembles reproduce the distributional features of a set of highly relevant water-resource metrics (i.e.…”
Section: Models and Simulationsmentioning
confidence: 99%