International audienceThis paper considers the evaluation of the so-called Co-centered Orthogonal Loop and Dipole Uniform and Linear Array (COLD-ULA) performance by mean of the Statistical Resolution Limit (SRL). The SRL adressed herein is based on the estimation accuracy. Toward this end, nonmatrix closed form expressions of the Cramér-Rao Bound (CRB) are derived and thus, the SRL is deduced by an adequat change of variable formula. Finally, concluding remarks and a comparaison between the SRL of the COLD-ULA and the ULA are given. In particular, we show that, in the case where the sources are orthogonal, the SRL for the COLD-ULA is equal to the SRL for the ULA, meaning that it is not a function of polarisation parameters. Furthermore, tha...
The estimation of directions of arrival is formulated as the decomposition of a 3-way array into a s...
International audienceStatistical Resolution Limit (SRL), defined as the minimal separation to solve...
Performance bounds (Cramer-Rao bounds on root-mean-square errors) are computed for the estimation of...
International audienceThis paper considers the evaluation of the so-called Co-centered Orthogonal Lo...
International audienceAmong the family of polarization sensitive arrays, we can find the so-called c...
The co-centered orthogonal loop and dipole (COLD) array exhibits some interesting properties, which ...
International audienceIn this paper, we study the Cocentered Orthogonal Loop and Dipole pairs Unifor...
National audienceIn the context of polarized sources localization using a cocentered orthogonal loop...
International audienceThe Angular Resolution Limit (ARL) on resolving two closely spaced polarized s...
International audienceIn the context of polarized sources localization using a cocentered orthogonal...
In this paper, a novel localization method for near-field (NF) rectilinear or strictly noncircular s...
International audienceThe concept of Statistical Resolution Limit (SRL), which is defined as the min...
International audienceIn this fast communication, we derive the statistical resolution limit (SRL), ...
Abstract. Passive source localization is a well known inverse problem in which we convert the observ...
International audienceIn this paper, we study the behavior of the angular resolution limit (ARL) for...
The estimation of directions of arrival is formulated as the decomposition of a 3-way array into a s...
International audienceStatistical Resolution Limit (SRL), defined as the minimal separation to solve...
Performance bounds (Cramer-Rao bounds on root-mean-square errors) are computed for the estimation of...
International audienceThis paper considers the evaluation of the so-called Co-centered Orthogonal Lo...
International audienceAmong the family of polarization sensitive arrays, we can find the so-called c...
The co-centered orthogonal loop and dipole (COLD) array exhibits some interesting properties, which ...
International audienceIn this paper, we study the Cocentered Orthogonal Loop and Dipole pairs Unifor...
National audienceIn the context of polarized sources localization using a cocentered orthogonal loop...
International audienceThe Angular Resolution Limit (ARL) on resolving two closely spaced polarized s...
International audienceIn the context of polarized sources localization using a cocentered orthogonal...
In this paper, a novel localization method for near-field (NF) rectilinear or strictly noncircular s...
International audienceThe concept of Statistical Resolution Limit (SRL), which is defined as the min...
International audienceIn this fast communication, we derive the statistical resolution limit (SRL), ...
Abstract. Passive source localization is a well known inverse problem in which we convert the observ...
International audienceIn this paper, we study the behavior of the angular resolution limit (ARL) for...
The estimation of directions of arrival is formulated as the decomposition of a 3-way array into a s...
International audienceStatistical Resolution Limit (SRL), defined as the minimal separation to solve...
Performance bounds (Cramer-Rao bounds on root-mean-square errors) are computed for the estimation of...