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1 Takehome One 2010
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5 Excaus:Price of US $ in Canadian $
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6 Is excaus evolutionary?
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7 Spreadsheet
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8 Histogram
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9 correlogram
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10 Unit root test
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11 Based on evidence Trace Histogram Correlogram Unit root test Conclude it is evolutionary First difference, or take logs and first difference
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12 Spreadsheet dexcaus
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13 Trace dexcaus
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14 Histogram dexcaus
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15 Correlogram dexcaus
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16 Unit root test dexcaus
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17 Is dexcaus stationary? Based on the evidence Trace Histogram Correlogram Unit root test Yes, so model
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18 How to model dexusca? # of observations = 471 ~400 1/2 = 20 1/20 = 0.05 So 95% confidence intervals~ 0.10 Based on pacf Probably significant at lag 1, maybe lag 4 and lag 10 Based on acf Probably significant at lag 1, maybe lag 4
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19 Model conjectures Ar(1) ar(4) ar(10) Ar(1) ar(4) ma(10) Ma(1) ma(4) Arma(1,1)
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20 Model dexcaus c ar(1) ar(4), ser= 0.0165
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21 Correlogram of residuals, BG F=0.38
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22 Model dexcaus c ar(1) ar(4) ma(11), ser = 0.0164
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23 Correlogram of residuals, BG F =0.43
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24 Model dexcaus c ar(1) ma(1), ser=0.0165
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25 Correlogram of residuals, BG F=0.12
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26 Model dexcaus c ar(1) ma(4),ser= 0.0164
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27 Correlogram of residuals, BG F=0.99
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28 Conclude: two clean models Dexcaus c ar(1) ma(4) Dexcaus c ar(1) ar(4) ma(11)
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29 One more test; correlogram of residuals squared for dexusca c ar(1) ma(4)
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30 ARCH LM test
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31 Within Sample forecast
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32 Estimation
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33 forecast
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34 EViews forecast plot
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35 spreadsheet
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36 forecastdex
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37 Generate upper and lower
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38 Quick show
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40 Forecast within sample
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41 Sample 2000.01 2010.04
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42 Forecast within sample
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43 Estimate ar(1) ma(4) model for full sample
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44 Procs expand range, change sample
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45 Forecast out of sample
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46 EViews out of sample forecast
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47 Gen upper and lower
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48 Forecastd2
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49 Quick show dexcaus forecastd2 upper2 lower2
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50 Recolor: excausf(t) = excausf(t-1) + dexcausf2; excausf(2010.04) = excaus(201004)
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51 Forecast 2010.05- 2011.04
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52 Forecast with confidence Intervals quick show EXCAUS EXCAUSF EXCAUSF+2*SEF2 EXCAUSF-2*SEF2
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53 Forecast of Canadian price of the US $: 2010.05-2011.04
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54 Forecast excaus: 2010.05 -2011.04
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55 Model dexcaus c ar(1) ma(4),ser= 0.0164 Dexcaus(t) = c+ resid(t) Resid(t) = 0.26*resid(t-1) + wn(t)+0.12*wn(t-4) Dexcaus(t) = 0.26*dexcaus(t-1) + wn(t) + 0.12*wn(t-4)
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