
SummaryA prevailing viewpoint in paleoclimate science is that a single paleoclimate record contains insufficient information to discriminate between typical competing explanatory models. Here we show that, by using the algorithm SMC2 (‘sequential Monte Carlo squared’) combined with novel Brownian-bridge-type proposals for the state trajectories, it is possible to estimate Bayes factors to sufficient accuracy to be able to select between competing models, even with relatively short time series. The results show that Monte Carlo methodology and computer power have now advanced to the point where a full Bayesian analysis for a wide class of conceptual climate models is possible. The results also highlight a problem with estimating the chronology of the climate record before further statistical analysis: a practice which is common in paleoclimate science. Using two data sets based on the same record but with different estimated chronologies results in conflicting conclusions about the importance of the astronomical forcing on the glacial cycle, and about the internal dynamics generating the glacial cycle, even though the difference between the two estimated chronologies is consistent with dating uncertainty. This highlights a need for chronology estimation and other inferential questions to be addressed in a joint statistical procedure.
FOS: Computer and information sciences, 550, Paleoclimate, 500, Model comparison, Sequential Monte Carlo methods, Applications of statistics, Statistics - Applications, astronomical forcing, Astronomical Forcing, Glacial Cycles, model comparison, paleoclimate, glacial cycles, sequential Monte Carlo methods, Applications (stat.AP), Model Comparison, Astronomical forcing, Sequential Monte Carlo, Glacial cycles
FOS: Computer and information sciences, 550, Paleoclimate, 500, Model comparison, Sequential Monte Carlo methods, Applications of statistics, Statistics - Applications, astronomical forcing, Astronomical Forcing, Glacial Cycles, model comparison, paleoclimate, glacial cycles, sequential Monte Carlo methods, Applications (stat.AP), Model Comparison, Astronomical forcing, Sequential Monte Carlo, Glacial cycles
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