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The relative entropy rate between two zero-mean stationary Gaussian processes can be computed explicitly in terms of their spectral densities.
The relative entropy rate between two zero-mean stationary Gaussian processes can be computed explicitly in terms of their spectral densities.
This article presents a neural network approach for estimating the covariance function of spatial Gaussian random fields defined in a portion of the Euclidean ...
Apr 25, 2024 · Space and spectral domain relative entropy for homogeneous random fields. Autom. 122: 109226 (2020). [j3]. view. electronic edition via DOI ...
Space and spectral domain relative entropy for homogeneous random fields. Automatica. 2020-12 | Journal article. DOI: 10.1016/j.automatica.2020.109226. Part of ...
2020: Space and spectral domain relative entropy for homogeneous random fields Automatica 122: 109226 · Ríos-Prado, R.; Tovar-Corona, B.; Anzueto-Ríos, A ...
(with Augusto Ferrante) Space and spectral domain relative entropy for homogeneous random fields. Automatica, 122: 109226, 2020 [publisher link]. (with ...
Mar 29, 2011 · We establish a remarkable connection between time and spectral domain relative entropy rates. This naturally leads to a new spectral estimation technique.
Missing: homogeneous random
Space and spectral domain relative entropy for homogeneous random fields. Article. Dec 2020. Valentina Ciccone · Augusto ...
relative entropy rate for homogeneous Gaussian random fields and the relative entropy ... 5.3.3 Space and spectral domain relative entropy rate for homogeneous.