Cross time-frequency distribution (XTFD), unlike the quadratic time-frequency distribution (QTFD), can represent phase information for phase shift keying (PSK) signals such as binary phase shift keying (BPSK) and quadrature phase shift keying (QPSK). However, it suffers from interference due to duplicated terms that cause inaccuracy in the phase estimate. Thus, a time-dependent lag window is proposed in this article where the window width is adaptively adjusted according to the localized lag autocorrelation function (LLAC). This adaptive windowed cross Wigner-Ville distribution (AWXWVD) is proven capable to remove most of the duplicated terms. The instantaneous information bearing phase (IIB-phase) is then estimated from the peak of the cro...
Abstract—A method for minimization of the mean square error (MSE) of the instantaneous frequency est...
This paper outlines research conducted using bilinear time-frequency distribution (TFD), a smooth-wi...
A method for the selection of window parameters in the WD (Wigner distribution) domain is presented....
This article presents a novel algorithm based on the cross-Wigner-Ville Distribution (XWVD) for opti...
This article presents a novel algorithm based on the cross-Wigner-Ville Distribution (XWVD) for opti...
This paper makes use of local polynomial Wigner-Ville distribution (LPWVD), originally designed for ...
AbstractAn algorithm for optimizing the spread parameter of the reference signal (RS) in the recentl...
Abstract—The-Wigner distributions are defined in order to improve the concentration of signal’s time...
An approach that automatically adapts the window length to the changes in instantaneous frequency (I...
The Wigner-Ville distribution (WVD) based on the linear canonical transform (LCT) (WDL) not only has...
An iterative instantaneous frequency (IF) estimation scheme is presented in which successive IF esti...
Instantaneous frequency estimation of arbitrary polynomial phase signals is shown to be feasible usi...
The peak of the polynomial Wigner–Ville distribution (PWVD) can be used for estimating the instantan...
This correspondence presents an iterative instantaneous frequency (IF) estimation scheme in which su...
Bilinear time-frequency distributions (TFDs) are developed to represent time-varying signal jointly ...
Abstract—A method for minimization of the mean square error (MSE) of the instantaneous frequency est...
This paper outlines research conducted using bilinear time-frequency distribution (TFD), a smooth-wi...
A method for the selection of window parameters in the WD (Wigner distribution) domain is presented....
This article presents a novel algorithm based on the cross-Wigner-Ville Distribution (XWVD) for opti...
This article presents a novel algorithm based on the cross-Wigner-Ville Distribution (XWVD) for opti...
This paper makes use of local polynomial Wigner-Ville distribution (LPWVD), originally designed for ...
AbstractAn algorithm for optimizing the spread parameter of the reference signal (RS) in the recentl...
Abstract—The-Wigner distributions are defined in order to improve the concentration of signal’s time...
An approach that automatically adapts the window length to the changes in instantaneous frequency (I...
The Wigner-Ville distribution (WVD) based on the linear canonical transform (LCT) (WDL) not only has...
An iterative instantaneous frequency (IF) estimation scheme is presented in which successive IF esti...
Instantaneous frequency estimation of arbitrary polynomial phase signals is shown to be feasible usi...
The peak of the polynomial Wigner–Ville distribution (PWVD) can be used for estimating the instantan...
This correspondence presents an iterative instantaneous frequency (IF) estimation scheme in which su...
Bilinear time-frequency distributions (TFDs) are developed to represent time-varying signal jointly ...
Abstract—A method for minimization of the mean square error (MSE) of the instantaneous frequency est...
This paper outlines research conducted using bilinear time-frequency distribution (TFD), a smooth-wi...
A method for the selection of window parameters in the WD (Wigner distribution) domain is presented....