2000
DOI: 10.1002/1099-131x(200007)19:4<235::aid-for772>3.0.co;2-l
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Density forecasting: a survey

Abstract: A density forecast of the realization of a random variable at some future time is an estimate of the probability distribution of the possible future values of that variable. This article presents a selective survey of applications of density forecasting in macroeconomics and finance, and discusses some issues concerning the production, presentation, and evaluation of density forecasts. Copyright © 2000 John Wiley & Sons, Ltd.

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Cited by 243 publications
(89 citation statements)
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“…A coefficient of less than one implies a superior performance compared to the naive prediction; calculated values were typically in the region of 0.4. There is no accepted method in the literature for evaluating multi-step-ahead forecasts [19]. However, the density function for an arbitrary time horizon is a mixture of Normal distributions, see Eq.…”
mentioning
confidence: 99%
“…A coefficient of less than one implies a superior performance compared to the naive prediction; calculated values were typically in the region of 0.4. There is no accepted method in the literature for evaluating multi-step-ahead forecasts [19]. However, the density function for an arbitrary time horizon is a mixture of Normal distributions, see Eq.…”
mentioning
confidence: 99%
“…Typically the raw data that provide the estimated density are a series of buckets breaking down and covering the expected range of outcomes together with the corresponding forecasted probability. A survey is provided by Tay and Wallis (2000) in the Journal of Forecasting together with extensions in the same issue (19:4). Taylor and Buizza (2006) present an interesting application to pricing weather derivatives (a financial instrument to protect against weather risk so the extreme outcomes are important).…”
Section: Evaluating Point Forecasts and Estimating Forecast Uncertaintymentioning
confidence: 99%
“…To date, almost all density forecasts have been for macroeconomic and finance variables. If relative page counts in the Tay and Wallis (2000) survey are a guide, financial forecasters are currently ahead, perhaps because users' desires to make a profit and to control risk provide a clear loss function, in contrast with government policymakers. Investors' need for risk assessment (measured, for example, by Value-at-Risk, with its unfortunately confusing contraction of VaR) is another motivation.…”
Section: The Futurementioning
confidence: 99%
“…Future developments of density forecasting are likely in areas of evaluation or calibration (Tay & Wallis, 2000). Questions of how closely the forecast distribution from one method matches the true probability distribution of the variable compared with the forecast distribution of another method raise complex questions.…”
Section: The Futurementioning
confidence: 99%