Distributed lag: Difference between revisions
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In general <math>y_t=\sum \beta_i y_{t-i} +\epsilon_t</math>, where <math>y_t</math> is the time series and <math>\epsilon</math> is the error. |
In general <math>y_t=\sum \beta_i y_{t-i} +\epsilon_t</math>, where <math>y_t</math> is the time series and <math>\epsilon</math> is the error. |
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<ref>Jeff B. Cromwell, |
<ref>Jeff B. Cromwell, et. al., (1994). Multivariate Tests For Time Series Models. SAGE Publications, Inc. ISBN 0-8039-5440-9</ref> |
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{{Unreferenced|date=January 2008}} |
{{Unreferenced|date=January 2008}} |
Revision as of 23:20, 10 March 2009
This article provides insufficient context for those unfamiliar with the subject. |
In statistics a distributed lag model explains a time series by a series of lags of the same variable. In general , where is the time series and is the error.
- ^ Jeff B. Cromwell, et. al., (1994). Multivariate Tests For Time Series Models. SAGE Publications, Inc. ISBN 0-8039-5440-9