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Coupling techniques for nonlinear ensemble filtering

Coupling techniques for nonlinear ensemble filtering

30 June 2019
Alessio Spantini
Ricardo Baptista
Youssef Marzouk
ArXivPDFHTML

Papers citing "Coupling techniques for nonlinear ensemble filtering"

17 / 17 papers shown
Title
Dual Filter: A Mathematical Framework for Inference using Transformer-like Architectures
Dual Filter: A Mathematical Framework for Inference using Transformer-like Architectures
Heng-Sheng Chang
P. Mehta
39
0
0
01 May 2025
Learning Optimal Filters Using Variational Inference
Learning Optimal Filters Using Variational Inference
Enoch Luk
Eviatar Bach
Ricardo Baptista
Andrew Stuart
26
6
0
26 Jun 2024
Nonlinear Filtering with Brenier Optimal Transport Maps
Nonlinear Filtering with Brenier Optimal Transport Maps
Mohammad Al-Jarrah
Niyizhen Jin
Bamdad Hosseini
Amirhossein Taghvaei
34
2
0
21 Oct 2023
Exact nonlinear state estimation
Exact nonlinear state estimation
H. Chipilski
27
1
0
17 Oct 2023
Density Estimation via Measure Transport: Outlook for Applications in
  the Biological Sciences
Density Estimation via Measure Transport: Outlook for Applications in the Biological Sciences
Vanessa López-Marrero
Patrick R. Johnstone
Gilchan Park
Xihaier Luo
OT
31
1
0
27 Sep 2023
Leveraging joint sparsity in hierarchical Bayesian learning
Leveraging joint sparsity in hierarchical Bayesian learning
J. Glaubitz
Anne Gelb
21
5
0
29 Mar 2023
Progressive Bayesian Particle Flows based on Optimal Transport Map
  Sequences
Progressive Bayesian Particle Flows based on Optimal Transport Map Sequences
U. Hanebeck
OT
16
1
0
04 Mar 2023
Tensor-train methods for sequential state and parameter learning in
  state-space models
Tensor-train methods for sequential state and parameter learning in state-space models
Yiran Zhao
Tiangang Cui
24
2
0
24 Jan 2023
Ensemble transport smoothing. Part II: Nonlinear updates
Ensemble transport smoothing. Part II: Nonlinear updates
M. Ramgraber
Ricardo Baptista
D. McLaughlin
Youssef Marzouk
25
6
0
31 Oct 2022
An Optimal Transport Formulation of Bayes' Law for Nonlinear Filtering
  Algorithms
An Optimal Transport Formulation of Bayes' Law for Nonlinear Filtering Algorithms
Amirhossein Taghvaei
Bamdad Hosseini
OT
34
17
0
22 Mar 2022
Conditional Simulation Using Diffusion Schrödinger Bridges
Conditional Simulation Using Diffusion Schrödinger Bridges
Yuyang Shi
Valentin De Bortoli
George Deligiannidis
Arnaud Doucet
DiffM
17
52
0
27 Feb 2022
A comparison of nonlinear extensions to the ensemble Kalman filter:
  Gaussian Anamorphosis and Two-Step Ensemble Filters
A comparison of nonlinear extensions to the ensemble Kalman filter: Gaussian Anamorphosis and Two-Step Ensemble Filters
Ian G. Grooms
21
10
0
15 Jul 2021
Machine learning-based conditional mean filter: a generalization of the
  ensemble Kalman filter for nonlinear data assimilation
Machine learning-based conditional mean filter: a generalization of the ensemble Kalman filter for nonlinear data assimilation
Truong-Vinh Hoang
S. Krumscheid
H. Matthies
Raúl Tempone
13
7
0
15 Jun 2021
Affine-Mapping based Variational Ensemble Kalman Filter
Affine-Mapping based Variational Ensemble Kalman Filter
Linjie Wen
Jinglai Li
16
0
0
10 Mar 2021
HINT: Hierarchical Invertible Neural Transport for Density Estimation
  and Bayesian Inference
HINT: Hierarchical Invertible Neural Transport for Density Estimation and Bayesian Inference
Jakob Kruse
Gianluca Detommaso
Ullrich Kothe
Robert Scheichl
13
45
0
25 May 2019
A Stein variational Newton method
A Stein variational Newton method
Gianluca Detommaso
Tiangang Cui
Alessio Spantini
Youssef Marzouk
Robert Scheichl
61
114
0
08 Jun 2018
Kernel embedding of maps for sequential Bayesian inference: The
  variational mapping particle filter
Kernel embedding of maps for sequential Bayesian inference: The variational mapping particle filter
M. Pulido
P. Leeuwen
BDL
29
11
0
29 May 2018
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