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Optimal convergence rates for the invariant density estimation of
  jump-diffusion processes
v1v2v3 (latest)

Optimal convergence rates for the invariant density estimation of jump-diffusion processes

21 January 2021
Chiara Amorino
Eulalia Nualart
ArXiv (abs)PDFHTML

Papers citing "Optimal convergence rates for the invariant density estimation of jump-diffusion processes"

6 / 6 papers shown
Fast convergence rates for estimating the stationary density in SDEs
  driven by a fractional Brownian motion with semi-contractive drift
Fast convergence rates for estimating the stationary density in SDEs driven by a fractional Brownian motion with semi-contractive drift
Chiara Amorino
Eulalia Nualart
Fabien Panloup
Julian Sieber
314
1
0
28 Aug 2024
Malliavin calculus for the optimal estimation of the invariant density
  of discretely observed diffusions in intermediate regime
Malliavin calculus for the optimal estimation of the invariant density of discretely observed diffusions in intermediate regime
Chiara Amorino
A. Gloter
315
2
0
05 Aug 2022
Estimation of the invariant density for discretely observed diffusion
  processes: impact of the sampling and of the asynchronicity
Estimation of the invariant density for discretely observed diffusion processes: impact of the sampling and of the asynchronicityStatistics (Berlin) (SB), 2022
Chiara Amorino
A. Gloter
506
5
0
02 Mar 2022
Minimax rate of estimation for invariant densities associated to
  continuous stochastic differential equations over anisotropic Holder classes
Minimax rate of estimation for invariant densities associated to continuous stochastic differential equations over anisotropic Holder classes
Chiara Amorino
A. Gloter
375
8
0
06 Oct 2021
Rate of estimation for the stationary distribution of jump-processes
  over anisotropic Holder classes
Rate of estimation for the stationary distribution of jump-processes over anisotropic Holder classesElectronic Journal of Statistics (EJS), 2020
Chiara Amorino
334
8
0
24 Nov 2020
Mixing it up: A general framework for Markovian statistics
Mixing it up: A general framework for Markovian statisticsAnnales De L Institut Henri Poincare-probabilites Et Statistiques (Ann. IHP Probab. Stat.), 2020
Niklas Dexheimer
Claudia Strauch
Lukas Trottner
437
9
0
31 Oct 2020
1
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