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A flexible state space model for learning nonlinear dynamical systems

A flexible state space model for learning nonlinear dynamical systems

17 March 2016
Andreas Svensson
Thomas B. Schon
ArXivPDFHTML

Papers citing "A flexible state space model for learning nonlinear dynamical systems"

8 / 8 papers shown
Title
Efficient Transformed Gaussian Process State-Space Models for Non-Stationary High-Dimensional Dynamical Systems
Efficient Transformed Gaussian Process State-Space Models for Non-Stationary High-Dimensional Dynamical Systems
Zhidi Lin
Ying Li
Feng Yin
Juan Maroñas
Alexandre Thiéry
54
0
0
24 Mar 2025
Learning-Based Optimal Control with Performance Guarantees for Unknown
  Systems with Latent States
Learning-Based Optimal Control with Performance Guarantees for Unknown Systems with Latent States
Robert Lefringhausen
Supitsana Srithasan
Armin Lederer
Sandra Hirche
20
6
0
31 Mar 2023
Transport with Support: Data-Conditional Diffusion Bridges
Transport with Support: Data-Conditional Diffusion Bridges
Ella Tamir
Martin Trapp
Arno Solin
DiffM
OT
28
7
0
31 Jan 2023
Sequential Estimation of Gaussian Process-based Deep State-Space Models
Sequential Estimation of Gaussian Process-based Deep State-Space Models
Yuhao Liu
Marzieh Ajirak
P. Djuric
26
12
0
29 Jan 2023
Unsupervised learning of observation functions in state-space models by
  nonparametric moment methods
Unsupervised learning of observation functions in state-space models by nonparametric moment methods
Qi An
Y. Kevrekidis
Fei Lu
Mauro Maggioni
17
2
0
12 Jul 2022
Sparse Bayesian Deep Learning for Dynamic System Identification
Sparse Bayesian Deep Learning for Dynamic System Identification
Hongpeng Zhou
Chahine Ibrahim
W. Zheng
Wei Pan
BDL
23
25
0
27 Jul 2021
Learning dynamical systems with particle stochastic approximation EM
Learning dynamical systems with particle stochastic approximation EM
Andreas Svensson
Fredrik Lindsten
33
9
0
25 Jun 2018
System Identification through Online Sparse Gaussian Process Regression
  with Input Noise
System Identification through Online Sparse Gaussian Process Regression with Input Noise
Hildo Bijl
Thomas B. Schon
J. Wingerden
M. Verhaegen
39
41
0
29 Jan 2016
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