In this paper, we extend our previous sparse linear prediction (SLP) method [1,2,3] for two-dimensional (2-D) applications. The temporal and spatial frequencies of multiple sinusoids are simultaneously estimated in pairs, rather than separately, from the outputs of a sparse linear array. Possible ambiguities due to the large interelement spacings can be resolved by properly choosing the interelement spacings and by incorporating different SLP polynomials, the coefficients of which can be calculated in parallel. The temporal and spatial frequencies are simultaneously estimated from the minima of a 2-D objective function, which can be calculated using a 2-D DFT of the properly mapped 2-D SLP coefficient matrix
We consider the problem of spectral analysis of signals composed of sums of multiple amplitude modul...
none2siThis paper describes a new approach for identifying the parameters of two-dimensional complex...
The frequency-estimation performance of the forward-backward linear prediction (FBLP) method of Nutt...
In this paper, we extend our previous sparse linear prediction (SLP) method [1,2,3] for two-dimensio...
We present some results of our analysis of Kumaresan\u27s sparse linear prediction method for estima...
We extend our previous work on ambiguity resolution in sparse linear prediction to array signal proc...
Abstract—The problem of multiple two-dimensional (2-D) sinusoidal frequency estimation is considered...
Simultaneous frequency and wavenumber estimation using two-dimensional (2-D) linear prediction on a ...
In this work, we consider the problem of high-resolution estimation of the parameters detailing a tw...
The problem of estimating the frequencies of multiple sinusoids from noisy observations is addressed...
Abstract—Based on linear prediction and weighted least squares, three simple iterative algorithms fo...
More information is presented about improved methods for estimation of the frequencies of sinusoids ...
In this paper a novel method for multiple one dimensional real valued sinusoidal signal frequency es...
This paper presents an algorithm to estimate the parameters of two closely spaced sinusoids, providi...
In this paper, an algorithm for 2-D frequency estimation is proposed. This algorithm consists of two...
We consider the problem of spectral analysis of signals composed of sums of multiple amplitude modul...
none2siThis paper describes a new approach for identifying the parameters of two-dimensional complex...
The frequency-estimation performance of the forward-backward linear prediction (FBLP) method of Nutt...
In this paper, we extend our previous sparse linear prediction (SLP) method [1,2,3] for two-dimensio...
We present some results of our analysis of Kumaresan\u27s sparse linear prediction method for estima...
We extend our previous work on ambiguity resolution in sparse linear prediction to array signal proc...
Abstract—The problem of multiple two-dimensional (2-D) sinusoidal frequency estimation is considered...
Simultaneous frequency and wavenumber estimation using two-dimensional (2-D) linear prediction on a ...
In this work, we consider the problem of high-resolution estimation of the parameters detailing a tw...
The problem of estimating the frequencies of multiple sinusoids from noisy observations is addressed...
Abstract—Based on linear prediction and weighted least squares, three simple iterative algorithms fo...
More information is presented about improved methods for estimation of the frequencies of sinusoids ...
In this paper a novel method for multiple one dimensional real valued sinusoidal signal frequency es...
This paper presents an algorithm to estimate the parameters of two closely spaced sinusoids, providi...
In this paper, an algorithm for 2-D frequency estimation is proposed. This algorithm consists of two...
We consider the problem of spectral analysis of signals composed of sums of multiple amplitude modul...
none2siThis paper describes a new approach for identifying the parameters of two-dimensional complex...
The frequency-estimation performance of the forward-backward linear prediction (FBLP) method of Nutt...