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An Explicit Probabilistic Derivation of Inflation in a Scalar Ensemble
  Kalman Filter for Finite Step, Finite Ensemble Convergence

An Explicit Probabilistic Derivation of Inflation in a Scalar Ensemble Kalman Filter for Finite Step, Finite Ensemble Convergence

29 March 2020
Andrey A. Popov
Adrian Sandu
ArXiv (abs)PDFHTML

Papers citing "An Explicit Probabilistic Derivation of Inflation in a Scalar Ensemble Kalman Filter for Finite Step, Finite Ensemble Convergence"

2 / 2 papers shown
A Stochastic Covariance Shrinkage Approach to Particle Rejuvenation in
  the Ensemble Transform Particle Filter
A Stochastic Covariance Shrinkage Approach to Particle Rejuvenation in the Ensemble Transform Particle Filter
Andrey A. Popov
Amit N. Subrahmanya
Adrian Sandu
74
8
0
20 Sep 2021
Multifidelity Ensemble Kalman Filtering Using Surrogate Models Defined
  by Physics-Informed Autoencoders
Multifidelity Ensemble Kalman Filtering Using Surrogate Models Defined by Physics-Informed Autoencoders
Andrey A. Popov
Adrian Sandu
AI4CE
251
9
0
25 Feb 2021
1
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