1997
DOI: 10.1049/el:19971375
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Method for positioning GSM mobile stations using absolute time delay measurements

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Cited by 47 publications
(21 citation statements)
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“…An orbit tracking filter similar to this problem is found in Chaer et al (1998). Positioning in GSM cellular phone systems using range information of the same kind as in the GPS is reported in Pent et al (1997). 0 Selected availability (SA) (60 m).…”
Section: Linearized Kalman Filter Approachmentioning
confidence: 94%
“…An orbit tracking filter similar to this problem is found in Chaer et al (1998). Positioning in GSM cellular phone systems using range information of the same kind as in the GPS is reported in Pent et al (1997). 0 Selected availability (SA) (60 m).…”
Section: Linearized Kalman Filter Approachmentioning
confidence: 94%
“…However, compared with closed-form solutions, numerical methods have higher computational complexity. Some numerical methods are based on a linearization of the trilateration problem [40][41][42], introducing additional errors into position estimation. Common numerical techniques such as Newton's method or steepest descent have also been proposed [38,40,41].…”
Section: Trilaterationmentioning
confidence: 99%
“…While asymptotically unbiased, the nonlinear nature of the above cost functions requires numerical search methods for minimization, which comes with increased computational complexity compared to closed-form solutions and can become vulnerable to convergence problems under bad initialization, poor geometry between sources and sensors, high noise, or insufficient number of measurements. To surpass some of these problems, some methods form geometrical constraints between the measured data and result in better convergence properties than the maximum likelihood estimator [59] or try to directly minimize the mean squared location error [60] instead of minimizing the total bearing error in (41) and (42).…”
Section: Single Source Localization Through Doasmentioning
confidence: 99%
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“…Pent et al [10] and Lee [11] propose methods to measure the GDOP and demonstrate the effect on their simulated results. In theory, it will be possible to reject certain measurements using GDOP analysis.…”
Section: Geometric Dilution Of Precision (Gdop)mentioning
confidence: 99%