Method for constraining L1 norm under sparse LOS (light of sight)/NLOS (non-light of sight) scene on basis of distance observation value positioning
A technology of L1 norm and observation value, applied in the field of wireless positioning, can solve the problem of low positioning accuracy, achieve the effect of improving the effect, and the calculation principle is simple and easy to understand
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[0032] The constrained L1 norm method based on distance observation value positioning in sparse LOS / NLOS scenarios, according to the steps in the content of the invention, if as follows:
[0033] (1) attached figure 1 The experimental results of are established by the following conditions: Given 5 fixed base stations, the coordinates are k 1 (0,0),k 2 (10,0),k 3 (10,10),k 4 (0,10) and k 5 (15,5), with four LOS base stations and one NLOS base station. The position of the mobile station is randomly generated within the rectangular range surrounded by the first four base stations, and the number of Monte Carlo simulations under each Gaussian white noise is 600 times. LOS signal noise η i Obey the mean is 0, the variance is Gaussian white noise, the NLOS error is uniformly distributed in the range [8*max(|η i |),15*max(|η i |)], where i=1,...,5.
[0034] (2) by the attached figure 1 It can be seen that when the variance of Gaussian white noise is -14dBm 2 When the sys...
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