The Bayesian paradigm provides a natural and effective means of exploiting prior knowledge concerning the time-frequency structure of sound signals such as speech and music—something which has often been overlooked in traditional audio signal processing approaches. Here, after constructing a Bayesian model and prior distributions capable of taking into account the time-frequency characteristics of typical audio waveforms, we apply Markov chain Monte Carlo methods in order to sample from the resultant posterior distribution of interest. We present speech enhancement results which compare favourably in objective terms with standard time-varying filtering techniques (and in several cases yield superior performance, both objectively and subject...
Markov chain Monte Carlo methods are presented for treatment of localized, impulsive noise (outliers...
This report applies time-varying AR (TVAR) models with stochastically evolving parameters to the pro...
In this paper we derive the a posteriori probability for the location of bursts of noise additively ...
The portability of modern voice processing devices allows them to be used in environments where back...
In audio signal processing, probabilistic time-frequency models have many benefits over their non-pr...
In this paper, we propose a Bayesian minimum mean squared error approach for the joint estimation of...
Many techniques in speech processing require inference based on observations that are of- ten noisy,...
This is the final published version. It was originally published by IEEE at http://ieeexplore.ieee.o...
In recent years, there has been an increase in the number of artists who make use of automated music...
Purpose: This article presents a basic exploration of Bayesian inference to inform researchers unfam...
International audienceIn this paper, we propose a general framework to estimate short-time spectral ...
Statistical model-based methods are presented for the reconstruction of autocorrelated signals in im...
traditionally been modeled using a mechanistic approach. The problem however is essentially one of s...
We develop Bayesian learning algorithms for estimation of time-varying linear prediction (TVLP) coef...
Periodogram smoothing of the received noisy signal is a challenging problem in speech enhancement. W...
Markov chain Monte Carlo methods are presented for treatment of localized, impulsive noise (outliers...
This report applies time-varying AR (TVAR) models with stochastically evolving parameters to the pro...
In this paper we derive the a posteriori probability for the location of bursts of noise additively ...
The portability of modern voice processing devices allows them to be used in environments where back...
In audio signal processing, probabilistic time-frequency models have many benefits over their non-pr...
In this paper, we propose a Bayesian minimum mean squared error approach for the joint estimation of...
Many techniques in speech processing require inference based on observations that are of- ten noisy,...
This is the final published version. It was originally published by IEEE at http://ieeexplore.ieee.o...
In recent years, there has been an increase in the number of artists who make use of automated music...
Purpose: This article presents a basic exploration of Bayesian inference to inform researchers unfam...
International audienceIn this paper, we propose a general framework to estimate short-time spectral ...
Statistical model-based methods are presented for the reconstruction of autocorrelated signals in im...
traditionally been modeled using a mechanistic approach. The problem however is essentially one of s...
We develop Bayesian learning algorithms for estimation of time-varying linear prediction (TVLP) coef...
Periodogram smoothing of the received noisy signal is a challenging problem in speech enhancement. W...
Markov chain Monte Carlo methods are presented for treatment of localized, impulsive noise (outliers...
This report applies time-varying AR (TVAR) models with stochastically evolving parameters to the pro...
In this paper we derive the a posteriori probability for the location of bursts of noise additively ...