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The bootstrap is a resampling method to estimate the sampling distribution of a statistic.

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Estimation-based bootstrap using GARCH(1,1) and Rugarch

Estimation-based bootstrap The estimation-based bootstrap of Freedman and Peters works as follows: A model is fit to the original return series to obtain estimated parameters and residuals Residuals … Rugarch This is the output to my GARCH(1,1) which uses the following conditional variance equation $σ_{t}[\hat{Θ}]$ = c + $\alpha$$ɛ​^2_{t-1}$ + $\beta$$σ^2_{t-1}$ Now, following the estimation-based bootstrap
lilo's user avatar
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2 votes
4 answers
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Residual Bootstrapp based on GARCH models with student-t distributed innovation

According to different papers & textbooks, the residual bootstrap requires the residuals to be i.i.d. $N(0,\sigma^2)$. I tested different GARCH specifications. … Question 1: Is it a problem to conduct a residual bootstrap if residuals are not gaussian normally distributed? …
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