In this paper, we address blind identification of an ARMA model convolved with an impulse sequence via Max-imum Likelihood (ML) approach. A Stochastic Expectation Maximization (SEM) implementation of the criterion is con-sidered. The problem of ARMA models with long impulse response is addressed as well as the SEM initialization prob-lem. The model estimation is performed in two steps: First, a truncated estimate of the wavelet is obtained from a SEM algorithm. Then improved wavelet estimation is achieved by fitting an ARMA model to the initial MA wavelet using the Prony algorithm. Simulation results show the significant improvement brought by this approach in situations corre-sponding to seismic data deconvolution. 1
identification and damage detection. It is shown how to estimate the modal parameters as well as the...
This paper presents results of modal identification and damage detection on the Steel-Quake structur...
This paper discusses the asymptotic and finite-sample properties of the Efficient Method of Moments ...
International audienceIn seismic deconvolution, blind approaches must be considered in situations wh...
La déconvolution aveugle consiste à déterminer l'ondelette source et la séquence de réflectivité (la...
The blind identification of linear systems is an important problem in signal processing (communicati...
In this paper methods are developed for enhancement and analysis of autoregressive moving average (A...
This paper presents an application of ARMAV models in the fields of system identification and damage...
This paper proposes a new method for identifying ARMA models in the presence of additive white noise...
This correspondence presents a new second-order statistical approach to blind identification of sing...
Summary. A special class of pth-order autoregressive stochastic models is proposed for seismic recor...
In this paper, we analyze a novel algorithm for 2-D ARMA model parameter estimation in the presence ...
This paper discusses the asymptotic and finite sample properties of the Efficient Method of Moments ...
System identification is the process of developing or improving a mathematical representation of a p...
In this paper, we revisit maximum likelihood methods for identification of errors-in-variables syste...
identification and damage detection. It is shown how to estimate the modal parameters as well as the...
This paper presents results of modal identification and damage detection on the Steel-Quake structur...
This paper discusses the asymptotic and finite-sample properties of the Efficient Method of Moments ...
International audienceIn seismic deconvolution, blind approaches must be considered in situations wh...
La déconvolution aveugle consiste à déterminer l'ondelette source et la séquence de réflectivité (la...
The blind identification of linear systems is an important problem in signal processing (communicati...
In this paper methods are developed for enhancement and analysis of autoregressive moving average (A...
This paper presents an application of ARMAV models in the fields of system identification and damage...
This paper proposes a new method for identifying ARMA models in the presence of additive white noise...
This correspondence presents a new second-order statistical approach to blind identification of sing...
Summary. A special class of pth-order autoregressive stochastic models is proposed for seismic recor...
In this paper, we analyze a novel algorithm for 2-D ARMA model parameter estimation in the presence ...
This paper discusses the asymptotic and finite sample properties of the Efficient Method of Moments ...
System identification is the process of developing or improving a mathematical representation of a p...
In this paper, we revisit maximum likelihood methods for identification of errors-in-variables syste...
identification and damage detection. It is shown how to estimate the modal parameters as well as the...
This paper presents results of modal identification and damage detection on the Steel-Quake structur...
This paper discusses the asymptotic and finite-sample properties of the Efficient Method of Moments ...