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- Timestamp:
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Mar 25, 2009, 7:08:32 PM (16 years ago)
- Author:
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Víctor de Buen Remiro
- Comment:
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v11
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v12
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30 | 30 | 1. ARIMA noise for current system becomes simply [[BR]][[LatexEquation(z^{*}_t = \frac{\theta\left(B\right)}{\phi\left(B\right)} e^{*}_t $$)]] |
31 | 31 | 1. In order to get the refined candidate, we will take minimum residuals solution of sparse linear system [[BR]][[LatexEquation(X \beta = Y-z^{*} $$)]] |
32 | | 1. In order to calculate its exact density, it will be obtained the ARIMA noise [[BR]][[LatexEquation(z = Y - X \beta $$)]] to get standarized residuals from ARIMA equations. |
| 32 | 1. In order to calculate its exact density, it will be obtained the ARIMA noise [[BR]][[LatexEquation(z = Y - X \beta $$)]] [[BR]] to get standarized residuals from ARIMA equations. |
33 | 33 | 1. If resulting vector doesn't match constraining inequations [[BR]] [[LatexEquation(A \beta <= a $$)]][[BR]] density will be toggled to [[LatexEquation(-\infty $$)]] in order to force rejection. |
34 | 34 | |