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Bootstrapping high frequency data

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Table 3.1. Coverage rate of Nominal 95 % intervals
Table 3.2. Summary results for the stutentized statistic T n and its bootstrap analogue T n? SV1F SV2F ξ 2 = 0.01 T n T n ∗W B1 T n ∗W B2 T n ∗W B3 T n T n ∗W B1 T n ∗W B2 T n ∗W B3 n = 195 Mean -1.109 -1.802 -0.552 -0.413 -1.798 -2.319 -0.752 -0.440 Stand
Figure 3.1. 95% Confidence Intervals (CI’s) for the daily IV, for each regular exchange opening days in December 2011, calculated using the asymptotic theory of Podolskij and Vetter (2009) (CI’s with bars), and the wild bootstrap method using WB2 as extern
Figure 3.2. 95% Confidence Intervals (CI’s) for the daily IV, for each regular exchange opening days in October 2011, calculated using the asymptotic theory of Jacod et al
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