Need for Caution in Interpreting Extreme Weather Statistics

Given the reality of anthropogenic global warming, it is tempting to seek an anthropogenic component in any recent change in the statistics of extreme weather. This paper cautions that such efforts may, however, lead to wrong conclusions if the distinctively skewed and heavy-tailed aspects of the pr...

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Veröffentlicht in:Journal of climate 2015-12, Vol.28 (23), p.9166-9187
Hauptverfasser: Sardeshmukh, Prashant D., Compo, Gilbert P., Penland, Cécile
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creator Sardeshmukh, Prashant D.
Compo, Gilbert P.
Penland, Cécile
description Given the reality of anthropogenic global warming, it is tempting to seek an anthropogenic component in any recent change in the statistics of extreme weather. This paper cautions that such efforts may, however, lead to wrong conclusions if the distinctively skewed and heavy-tailed aspects of the probability distributions of daily weather anomalies are ignored or misrepresented. Departures of several standard deviations from the mean, although rare, are far more common in such a distinctively non-Gaussian world than they are in a Gaussian world. This further complicates the problem of detecting changes in tail probabilities from historical records of limited length and accuracy. A possible solution is to exploit the fact that the salient non-Gaussian features of the observed distributions are captured by so-called stochastically generated skewed (SGS) distributions that include Gaussian distributions as special cases. SGS distributions are associated with damped linear Markov processes perturbed by asymmetric stochastic noise and as such represent the simplest physically based prototypes of the observed distributions. The tails of SGS distributions can also be directly linked to generalized extreme value (GEV) and generalized Pareto (GP) distributions. The Markov process model can be used to provide rigorous confidence intervals and to investigate temporal persistence statistics. The procedure is illustrated for assessing changes in the observed distributions of daily wintertime indices of large-scale atmospheric variability in the North Atlantic and North Pacific sectors over the period 1872–2011. No significant changes in these indices are found from the first to the second half of the period.
doi_str_mv 10.1175/JCLI-D-15-0020.1
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A possible solution is to exploit the fact that the salient non-Gaussian features of the observed distributions are captured by so-called stochastically generated skewed (SGS) distributions that include Gaussian distributions as special cases. SGS distributions are associated with damped linear Markov processes perturbed by asymmetric stochastic noise and as such represent the simplest physically based prototypes of the observed distributions. The tails of SGS distributions can also be directly linked to generalized extreme value (GEV) and generalized Pareto (GP) distributions. The Markov process model can be used to provide rigorous confidence intervals and to investigate temporal persistence statistics. The procedure is illustrated for assessing changes in the observed distributions of daily wintertime indices of large-scale atmospheric variability in the North Atlantic and North Pacific sectors over the period 1872–2011. 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source Jstor Complete Legacy; American Meteorological Society; Elektronische Zeitschriftenbibliothek - Frei zugängliche E-Journals
subjects Anomalies
Anthropogenic factors
Atm/Ocean Structure/Phenomena
Atmospheric circulation
Atmospheric variability
Binomial distribution
Change detection
Circulation/Dynamics
Climate change
Climate models
Confidence intervals
Daily weather
ENVIRONMENTAL SCIENCES
Extreme events
Extreme values
Extreme weather
Gaussian distributions
Global warming
Histograms
Hypotheses
Kurtosis
Laboratories
Markov processes
Mathematical and statistical techniques
Non Gaussianity
North Atlantic Oscillation
North Pacific Oscillation
Probability
Probability distribution
Probability distributions
Probability theory
Prototypes
Rainfall
Risk assessment
Sampling error
Skewed distribution
Skewed distributions
Skewness
Standard deviation
Statistical analysis
Statistical methods
Statistics
Weather
Weather anomalies
title Need for Caution in Interpreting Extreme Weather Statistics
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