Antonio M. Peinado

Antonio M. Peinado


Research Focus & Metrics

Academic Career Length

36Years (1991-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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18 April 2005 in IEEE Transactions on Speech and Audio Processing
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Journal Article
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Ángel De La TorreÁngel De La Torre
Ángel De La Torre
APAntonio M. Peinado
Antonio M. Peinado
Jose SeguraJose Segura
Jose Segura
José Luis Pérez CórdobaJosé Luis Pérez Córdoba
José Luis Pérez Córdoba
MBM.C. Benitez
M.C. Benitez
ARA.J. Rubio
A.J. Rubio
This paper describes a method of compensating for nonlinear distortions in speech representation caused by noise. The method described here is based on the histogram equalization method often used in digital image processing. Histogram equalization is applied to each component of the feature vector in order to improve the robustness of speech recognition systems. The paper describes how the proposed method can be applied to robust speech recognition and it is compared with other compensation techniques. The recognition experiments, including results in the AURORA II framework, demonstrate the effectiveness of histogram equalization when it is applied either alone or in combination with other compensation techniques.

19 September 2018 in IEEE Signal Processing Letters
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Journal Article
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JDJuan Manuel Martín Doñas
Juan Manuel Martín Doñas
AGAngel Manuel Gómez García
Angel Manuel Gómez García
José Andrés González LópezJosé Andrés González López
José Andrés González López
APAntonio M. Peinado
Antonio M. Peinado
This letter proposes a perceptual metric for speech quality evaluation, which is suitable, as a loss function, for training deep learning methods. This metric, derived from the perceptual evaluation of the speech quality algorithm, is computed in a per-frame basis and from the power spectra of the reference and processed speech signal. Thus, two disturbance terms, which account for distortion once auditory masking and threshold effects are factored in, amend the mean square error (MSE) loss function by introducing perceptual criteria based on human psychoacoustics. The proposed loss function is evaluated for noisy speech enhancement with deep neural networks. Experimental results show that our metric achieves significant gains in speech quality (evaluated using an objective metric and a listening test) when compared to using MSE or other perceptual-based loss functions from the literature.

1 January 1995 in IEEE Transactions on Signal Processing
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Journal Article
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VSV. Sanchez
V. Sanchez
PGP. Garcia
P. Garcia
APAntonio M. Peinado
Antonio M. Peinado
Jose SeguraJose Segura
Jose Segura
ARA.J. Rubio
A.J. Rubio
Since its introduction in 1974 by Ahmed et al., the discrete cosine transform (DCT) has become a significant tool in many areas of digital signal processing, especially in signal compression. There exist eight types of discrete cosine transforms (DCTs). We obtain the eight types of DCTs as the complete orthonormal set of eigenvectors generated by a general form of matrices in the same way as the discrete Fourier transform (DFT) can be obtained as the eigenvectors of an arbitrary circulant matrix. These matrices can be decomposed as the sum of a symmetric Toeplitz matrix plus a Hankel or close to Hankel matrix scaled by some constant factors. We also show that all the previously proposed generating matrices for the DCTs are simply particular cases of these general matrix forms. Using these matrices, we obtain, for each DCT, a class of stationary processes verifying certain conditions with respect to which the corresponding DCT has a good asymptotic behavior in the sense that it approaches Karhunen-Loeve transform performance as the block size N tends to infinity. As a particular result, we prove that the eight types of DCTs are asymptotically optimal for all finite-order Markov processes. We finally study the decorrelating power of the DCTs, obtaining expressions that show the decorrelating behavior of each DCT with respect to any stationary processes

4 August 2011 in Optics Express
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JDJuan Jose Esteban Delgado
Juan Jose Esteban Delgado
AGAntonio F. García
Antonio F. García
SBSimon Barke
Simon Barke
APAntonio M. Peinado
Antonio M. Peinado
FCFelipe Guzmán Cervantes
Felipe Guzmán Cervantes
KDKarsten Danzmann
Karsten Danzmann
Interferometric gravitational wave detectors with an unequal and time-varying arm length configuration like the Laser Interferometer Space Antenna rely on time-delay interferometry (TDI) for laser frequency noise subtraction. However, the TDI algorithm requires a laser ranging scheme with meter accuracy over a five million kilometer arm length. At the end of each arm only about 100 pW of light power will be detected for gravitational wave measurements and only 1% of this power can be used for laser ranging in order to avoid degradation in the phase stability of the science measurements. Here, we present the first experimental demonstration of such a ranging scheme at 1 pW power levels using a Direct Sequence Spread Spectrum (DS/SS) modulation. This type of modulation also enables optical communication by encoding data with ranging signals and provides significant noise reduction against spurious interfering signals for bidirectional ranging. Experimental results show ranging measurements of 42 cm at 3 Hz and the viability of highly reliable data transfer at several kilobits per second.

28 July 2006
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Book
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APAntonio M. Peinado
Antonio M. Peinado
Jose SeguraJose Segura
Jose Segura
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9 January 2013 in IEEE Transactions on Multimedia
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Journal Article
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JKJán Koloda
Ján Koloda
JØJan Østergaard
Jan Østergaard
SJSøren H. Jensen
Søren H. Jensen
VSVictoria Sánchez
Victoria Sánchez
APAntonio M. Peinado
Antonio M. Peinado
In this paper, we propose a novel sequential error concealment algorithm for video and images based on sparse linear prediction. Block-based coding schemes in packet loss environments are considered. Images are modelled by means of linear prediction, and missing macroblocks are sequentially reconstructed using the available groups of pixels. The optimal predictor coefficients are computed by applying a missing data regression imputation procedure with a sparsity constraint. Moreover, an efficient procedure for the computation of these coefficients based on an exponential approximation is also proposed. Both techniques provide high-quality reconstructions and outperform the state-of-the-art algorithms both in terms of PSNR and MS-SSIM.