Instantaneous frequency estimation of arbitrary polynomial phase signals is shown to be feasible using higher order time–frequency representations such as L-Wigner distribution and complex time–frequency representation. These new extensions of the iterative cross-Wigner distribution based algorithm are shown to have certain computational advantage as well as noise robustness
Introduction. Polynomial phase signals frequently appear in radar, sonar, communication and technica...
The Wigner-Ville distribution (WVD) has optimal energy concentration for linear frequency modulated ...
This paper introduces some tools to characterize the phase behav-ior of non stationary signals. Star...
Instantaneous frequency estimation of arbitrary polynomial phase signals is shown to be feasible usi...
This paper makes use of local polynomial Wigner-Ville distribution (LPWVD), originally designed for ...
The polynomial Wigner-Ville distribution was designed as an optimal tool for characterising the spec...
Optimal concentration about the instantaneous frequency for polynomial frequency modulated signals w...
The peak of the polynomial Wigner-Ville distribution (PWVD) has been recently proposed as an estimat...
Abstract—The-Wigner distributions are defined in order to improve the concentration of signal’s time...
One of the fundamental problems of time-frequency analysis that remained unsolved until recently is ...
The paper deals with analysis and time-frequency representation of multicomponent signals characteri...
The paper establishes the relationship between the two recently proposed methods of higher order tim...
This paper investigates the computationally efficient parameter estimation of polynomial phase signa...
This letter introduces a two-dimensional bilinear mapping operator referred to as the cubic phase (C...
International audiencePolynomial phase signals belong to a wide class of nonstationary signals used ...
Introduction. Polynomial phase signals frequently appear in radar, sonar, communication and technica...
The Wigner-Ville distribution (WVD) has optimal energy concentration for linear frequency modulated ...
This paper introduces some tools to characterize the phase behav-ior of non stationary signals. Star...
Instantaneous frequency estimation of arbitrary polynomial phase signals is shown to be feasible usi...
This paper makes use of local polynomial Wigner-Ville distribution (LPWVD), originally designed for ...
The polynomial Wigner-Ville distribution was designed as an optimal tool for characterising the spec...
Optimal concentration about the instantaneous frequency for polynomial frequency modulated signals w...
The peak of the polynomial Wigner-Ville distribution (PWVD) has been recently proposed as an estimat...
Abstract—The-Wigner distributions are defined in order to improve the concentration of signal’s time...
One of the fundamental problems of time-frequency analysis that remained unsolved until recently is ...
The paper deals with analysis and time-frequency representation of multicomponent signals characteri...
The paper establishes the relationship between the two recently proposed methods of higher order tim...
This paper investigates the computationally efficient parameter estimation of polynomial phase signa...
This letter introduces a two-dimensional bilinear mapping operator referred to as the cubic phase (C...
International audiencePolynomial phase signals belong to a wide class of nonstationary signals used ...
Introduction. Polynomial phase signals frequently appear in radar, sonar, communication and technica...
The Wigner-Ville distribution (WVD) has optimal energy concentration for linear frequency modulated ...
This paper introduces some tools to characterize the phase behav-ior of non stationary signals. Star...