2012
DOI: 10.1029/2011jd016541
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Forecasting the number of extreme daily events on seasonal timescales

Abstract: .[1] We investigate the potential for skillfully predicting the number of daily temperature extremes over 3 month (seasonal) periods. We use retrospective forecasts from the Met Office seasonal forecasting system, GloSea4, nominally initialized 1 month ahead of the target season. Initially, we define daily extremes to be events outside either the upper or lower deciles of the daily temperature distribution from the relevant season. This definition provides a threshold that is sufficiently "extreme" to be of in… Show more

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Cited by 44 publications
(47 citation statements)
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“…Since the number of forecast-observation pairs was 28 for each point, the HSS estimation had considerable uncertainty given this relatively small sampling size. To quantify this uncertainty, a bootstrapping technique (Wilks, 2011;Hamilton et al, 2012) was applied to resample 28 samples (3000 times with replacement) from the 28-year reforecasts averaged over the CONUS. Then a number of 3000 HSS was calculated for constructing a distribution, with the confidence interval and significance level of the HSS estimated from this distribution.…”
Section: Methodsmentioning
confidence: 99%
“…Since the number of forecast-observation pairs was 28 for each point, the HSS estimation had considerable uncertainty given this relatively small sampling size. To quantify this uncertainty, a bootstrapping technique (Wilks, 2011;Hamilton et al, 2012) was applied to resample 28 samples (3000 times with replacement) from the 28-year reforecasts averaged over the CONUS. Then a number of 3000 HSS was calculated for constructing a distribution, with the confidence interval and significance level of the HSS estimated from this distribution.…”
Section: Methodsmentioning
confidence: 99%
“…Of course, skillful prediction of mean changes would be expected to imply skillful predictions of extremes, since a shift in the mean is likely to be accompanied by changes in the probabilities of extremes. Although this is the case for seasonal predictions of moderately extreme temperatures [ Hamilton et al , 2012], previous studies have made it clear that it cannot simply be assumed that changes in extremes can be inferred from changes in the mean. For example, Hegerl et al [2004] show that model projections of changes in mean temperature are significantly different to changes in extremes (annual hottest and coldest day) over about half of the globe.…”
Section: Introductionmentioning
confidence: 99%
“…Hamilton et al (2012) found seasonal forecasts of the number of daily extreme temperatures (outside the 10-90 % range) had significantly better skill than persistence, though, lower than the skill in predicting the seasonal mean especially in the extratropics. The summer season was the most skillful in the northern hemisphere.…”
Section: Introductionmentioning
confidence: 99%