H_hat {rlfsm} | R Documentation |
Statistical estimator of H in high/low frequency setting
Description
The statistic is defined as
\widehat{H}_{\textnormal{high}} (p,k)_n:= \frac 1p \log_2 R_{\textnormal{high}} (p,k)_n,
\qquad \widehat{H}_{\textnormal{low}} (p,k)_n:= \frac 1p \log_2 R_{\textnormal{low}} (p,k)_n
Usage
H_hat(p, k, path)
Arguments
p |
power |
k |
increment order |
path |
sample path of lfsm on which the inference is to be performed |
References
Mazur S, Otryakhin D, Podolskij M (2020). “Estimation of the linear fractional stable motion.” Bernoulli, 26(1), 226–252. https://doi.org/10.3150/19-BEJ1124.
[Package rlfsm version 1.1.2 Index]