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Parameter estimation of stochastic differential equation driven by small
  fractional noise

Parameter estimation of stochastic differential equation driven by small fractional noise

Statistics (Berlin) (SB), 2022
2 January 2022
S. Nakajima
Y. Shimizu
ArXiv (abs)PDFHTMLGithub

Papers citing "Parameter estimation of stochastic differential equation driven by small fractional noise"

3 / 3 papers shown
The maximum likelihood type estimator of SDEs with fractional Brownian
  motion under small noise asymptotics in the rough case
The maximum likelihood type estimator of SDEs with fractional Brownian motion under small noise asymptotics in the rough case
Shohei Nakajima
311
0
0
12 Jun 2024
On a Computable Skorokhod's Integral Based Estimator of the Drift
  Parameter in Fractional SDE
On a Computable Skorokhod's Integral Based Estimator of the Drift Parameter in Fractional SDEScandinavian Journal of Statistics (Scand. J. Stat.), 2023
Nicolas Marie
278
5
0
13 Jan 2023
Least squares estimators for discretely observed stochastic processes
  driven by small fractional noise
Least squares estimators for discretely observed stochastic processes driven by small fractional noise
S. Nakajima
S. Nakamura
Y. Shimizu
211
0
0
20 Jan 2022
1
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