Quantifying the risk of extreme seasonal precipitation events in a changing climate.

Nature 415:6871 (2002) 512-514

Authors:

TN Palmer, J Räisänen

Abstract:

Increasing concentrations of atmospheric carbon dioxide will almost certainly lead to changes in global mean climate. But because--by definition--extreme events are rare, it is significantly more difficult to quantify the risk of extremes. Ensemble-based probabilistic predictions, as used in short- and medium-term forecasts of weather and climate, are more useful than deterministic forecasts using a 'best guess' scenario to address this sort of problem. Here we present a probabilistic analysis of 19 global climate model simulations with a generic binary decision model. We estimate that the probability of total boreal winter precipitation exceeding two standard deviations above normal will increase by a factor of five over parts of the UK over the next 100 years. We find similar increases in probability for the Asian monsoon region in boreal summer, with implications for flooding in Bangladesh. Further practical applications of our techniques would be helped by the use of larger ensembles (for a more complete sampling of model uncertainty) and a wider range of scenarios at a resolution adequate to analyse average-size river basins.

Predicting uncertainty in numerical weather forecasts

International Geophysics Elsevier 83 (2002) 3-13

The economic value of ensemble forecasts as a tool for risk assessment: From days to decades

QUARTERLY JOURNAL OF THE ROYAL METEOROLOGICAL SOCIETY 128:581 (2002) 747-774

On the structure and variability of atmospheric circulation regimes in coupled climate models

Atmospheric Science Letters 2:1-4 (2001)

Authors:

A Weisheimer, D Handorf, K Dethloff

Abstract:

In order to investigate whether climate models of different complexity have the potential to simulate natural atmospheric circulation regimes, 1000-year-long integrations with constant external forcing have been analysed. Significant non-Gaussian uni-, bi-, and trimodal probability density functions have been found in 100-year segments. © 2001 Royal Meteorological Society.

Formulation of Quantum Theory Using Computable and Non-Computable Real Numbers

ArXiv quant-ph/0101007 (2001)