The conditional maximum likelihood (CML) principle, well known in the context of sensor array processing, is applied to the problem of timing recovery. A new self-noise free CML-based timing error detector is derived. Additionally, a new (conditional) Cramer-Rao bound (CRB) for timing estimation is obtained, which is more accurate than the extensively used modified CRB (MCRB).Peer ReviewedPostprint (published version
The realization of stochastic gradient MMSE (minimum mean square error) time recovery algorithms for...
In this paper, the data aided (DA) and non-data aided (NDA) maximum likelihood (ML) symbol timing es...
This paper examines the problems of symbol timing estimation and timing recovery for ultra wideband ...
The conditional maximum likelihood (CML) principle, well known in the context of sensor array proces...
This paper is concerned with the derivation of new estimators and performance bounds for the problem...
The use of spectrally efficient continuous phase modulations for mobile communications may lead to a...
The Cramer-Rao lower bound (CRLB) plays a pivotal role in parameter estimation theory, such as timin...
This paper presents a general feedforward symbol-timing estimation framework based on the conditiona...
The use of (spectrally efficient) CPM modulations may lead to a serious performance degradation of t...
International audienceTime delay synchronization is crucial for the reception quality in digital tra...
Abstract — In this letter, all the previously proposed digital blind feedforward symbol timing estim...
In this paper, we analyze the performance of a non-data aided near maximum likelihood (NDA-NML) esti...
This paper derives the Cramer--Rao bound (CRB) related to the estimation of the time delay of a line...
In this thesis, we present a reduced-complexity decision-directed joint timing and phase recovery me...
This paper proposes a novel non-data-aided maximum likelihood (ML) approach for the estimation of th...
The realization of stochastic gradient MMSE (minimum mean square error) time recovery algorithms for...
In this paper, the data aided (DA) and non-data aided (NDA) maximum likelihood (ML) symbol timing es...
This paper examines the problems of symbol timing estimation and timing recovery for ultra wideband ...
The conditional maximum likelihood (CML) principle, well known in the context of sensor array proces...
This paper is concerned with the derivation of new estimators and performance bounds for the problem...
The use of spectrally efficient continuous phase modulations for mobile communications may lead to a...
The Cramer-Rao lower bound (CRLB) plays a pivotal role in parameter estimation theory, such as timin...
This paper presents a general feedforward symbol-timing estimation framework based on the conditiona...
The use of (spectrally efficient) CPM modulations may lead to a serious performance degradation of t...
International audienceTime delay synchronization is crucial for the reception quality in digital tra...
Abstract — In this letter, all the previously proposed digital blind feedforward symbol timing estim...
In this paper, we analyze the performance of a non-data aided near maximum likelihood (NDA-NML) esti...
This paper derives the Cramer--Rao bound (CRB) related to the estimation of the time delay of a line...
In this thesis, we present a reduced-complexity decision-directed joint timing and phase recovery me...
This paper proposes a novel non-data-aided maximum likelihood (ML) approach for the estimation of th...
The realization of stochastic gradient MMSE (minimum mean square error) time recovery algorithms for...
In this paper, the data aided (DA) and non-data aided (NDA) maximum likelihood (ML) symbol timing es...
This paper examines the problems of symbol timing estimation and timing recovery for ultra wideband ...