This paper introduces some tools to characterize the phase behav-ior of non stationary signals. Starting from various kernels used for Time-Frequency representation, we apply polynomial phase model-ing to accurately estimate the Instantaneous Frequency Law (IFL) of the signal. The method is also extended for higher order phase derivatives. We theoretically prove the relevancy of our undertaking and provide some examples to show the accuracy and efficiency of the method. 1
Instantaneous frequency estimation of arbitrary polynomial phase signals is shown to be feasible usi...
International audiencePolynomial phase signals belong to a wide class of nonstationary signals used ...
International audienceWith the growing electromagnetic traffic, Electronic Warfare (EW) systems need...
Whatever the application domains, when dealing with strongly nonstationary and nonlinear signals, Fo...
International audienceWhatever the application domains, when dealing with strongly nonstationary and...
Natural signals are often characterized by a complex time-frequency behaviour. These signals exist i...
Abstract: This paper presents a new method to efficiently characterize a large number of Low Probabi...
Abstract – This paper presents a states space model of a nonstationary signal which phase has a time...
Nonstationary signals are common in many environments such as radar, sonar, bioengineering and power...
This paper investigates the computationally efficient parameter estimation of polynomial phase signa...
The polynomial Wigner-Ville distribution was designed as an optimal tool for characterising the spec...
The high-order ambiguity function (HAF) was introduced for the estimation of polynomial-phase signa...
The broad-based goal of this thesis is to understand, detect, identify and quantify the abstract ent...
Many real-world applications are characterized by the presence of polynomial phase signals embedded ...
A unified approach for the estimation of the first three phase derivatives of non-stationary signals...
Instantaneous frequency estimation of arbitrary polynomial phase signals is shown to be feasible usi...
International audiencePolynomial phase signals belong to a wide class of nonstationary signals used ...
International audienceWith the growing electromagnetic traffic, Electronic Warfare (EW) systems need...
Whatever the application domains, when dealing with strongly nonstationary and nonlinear signals, Fo...
International audienceWhatever the application domains, when dealing with strongly nonstationary and...
Natural signals are often characterized by a complex time-frequency behaviour. These signals exist i...
Abstract: This paper presents a new method to efficiently characterize a large number of Low Probabi...
Abstract – This paper presents a states space model of a nonstationary signal which phase has a time...
Nonstationary signals are common in many environments such as radar, sonar, bioengineering and power...
This paper investigates the computationally efficient parameter estimation of polynomial phase signa...
The polynomial Wigner-Ville distribution was designed as an optimal tool for characterising the spec...
The high-order ambiguity function (HAF) was introduced for the estimation of polynomial-phase signa...
The broad-based goal of this thesis is to understand, detect, identify and quantify the abstract ent...
Many real-world applications are characterized by the presence of polynomial phase signals embedded ...
A unified approach for the estimation of the first three phase derivatives of non-stationary signals...
Instantaneous frequency estimation of arbitrary polynomial phase signals is shown to be feasible usi...
International audiencePolynomial phase signals belong to a wide class of nonstationary signals used ...
International audienceWith the growing electromagnetic traffic, Electronic Warfare (EW) systems need...