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1003.3546
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On LAN for parametrized continuous periodic signals in a time inhomogeneous diffusion
18 March 2010
Reinhard Hoepfner
Yury A. Kutoyants
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Papers citing
"On LAN for parametrized continuous periodic signals in a time inhomogeneous diffusion"
9 / 9 papers shown
Title
Parametric estimation for a signal-plus-noise model from discrete time observations
D. Dehay
K. E. Waled
V. Monsan
13
0
0
15 Mar 2019
Local asymptotic normality for shape and periodicity of a signal in the drift of a degenerate diffusion with internal variables
S. Holbach
22
3
0
08 Mar 2019
Oracle inequalities for the stochastic differential equations
E. Pchelintsev
S. Pergamenshchikov
28
8
0
15 Dec 2017
Robust adaptive efficient estimation for a semi-Markov continuous time regression from discrete data
V. Barbu
Slim Beltaief
S. Pergamenshchikov
22
2
0
29 Oct 2017
Local Asymptotic Normality for Shape and Periodicity in the Drift of a Time Inhomogeneous Diffusion
S. Holbach
33
2
0
13 Oct 2016
Robust adaptive efficient estimation for semi-Markov nonparametric regression models
V. Barbu
Slim Beltaief
S. Pergamenshchikov
37
9
0
15 Apr 2016
Estimating Drift Parameters in a Fractional Ornstein Uhlenbeck Process with Periodic Mean
H. Dehling
B. Franke
Jeannette H. C. Woerner
37
45
0
10 Sep 2015
On frequency estimation of periodic ergodic diffusion process
R. Höpfner
Yury A. Kutoyants
79
7
0
26 Aug 2011
Estimating a periodicity parameter in the drift of a time inhomogeneous diffusion
Reinhard Hoepfner
Yury A. Kutoyants
118
14
0
25 Oct 2010
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