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Statistica Sinica 25 (2015), 351-367

STATISTICAL PREDICTION OF GLOBAL SEA LEVEL
FROM GLOBAL TEMPERATURE
David Bolin3, Peter Guttorp1,2, Alex Januzzi1, Daniel Jones1,
Marie Novak1, Harry Podschwit1, Lee Richardson1, Aila S酺kk?sup>3,
Colin Sowder1 and Aaron Zimmerman1
1University of Washington, 2Norwegian Computing Center
and 3Chalmers University of Technology/University of Gothenburg

Abstract: Sea level rise is a threat to many coastal communities, and projection of future sea level for different climate change scenarios is an important societal task. In this paper, we first construct a time series regression model to predict global sea level from global temperature. The model is fitted to two sea level data sets (with and without corrections for reservoir storage of water) and three temperature data sets. The effect of smoothing before regression is also studied. Finally, we apply a novel methodology to develop confidence bands for the projected sea level, simultaneously for 2000-2100, under different scenarios, using temperature projections from the latest climate modeling experiment. The main finding is that different methods for sea level projection, which appear to disagree, have confidence intervals that overlap, when taking into account the different sources of variability in the analyses.

Key words and phrases: ARMA time series models, climate projections, singular spectrum smoothing.

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