2019
DOI: 10.1109/access.2019.2903236
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Non-Line-of-Sight Identification Based on Unsupervised Machine Learning in Ultra Wideband Systems

Abstract: Identification of line-of-sight (LOS) and non-line-of-sight (NLOS) propagation conditions is very useful in ultra wideband localization systems. In the identification, supervised machine learning is often used, but it requires exorbitant efforts to maintain and label the LOS and NLOS database. In this paper, we apply unsupervised machine learning approach called ''expectation maximization for Gaussian mixture models'' to classify LOS and NLOS components. The key advantage of applying unsupervised machine learn… Show more

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Cited by 54 publications
(28 citation statements)
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“…The proposed method is based on the Convolution Neural Network (CNN) Although supervised ML is widely used in the literature to identify NLOS signals, it is not quite feasible to use in the scenario where the environment often changes due to the movement of the furniture from one location to another location. To overcome this limitation, Fan et al [20] proposed an unsupervised approach called Expectation Maximization for Gaussian Mixture Models (EM-GMM) that discriminates the LOS and NLOS components. Specially they applied EM over GMM to find the maximum likelihood of a received signal to determine whether it belongs to LOS or NLOS distribution.…”
Section: A ML For Nlos Error Minimizationmentioning
confidence: 99%
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“…The proposed method is based on the Convolution Neural Network (CNN) Although supervised ML is widely used in the literature to identify NLOS signals, it is not quite feasible to use in the scenario where the environment often changes due to the movement of the furniture from one location to another location. To overcome this limitation, Fan et al [20] proposed an unsupervised approach called Expectation Maximization for Gaussian Mixture Models (EM-GMM) that discriminates the LOS and NLOS components. Specially they applied EM over GMM to find the maximum likelihood of a received signal to determine whether it belongs to LOS or NLOS distribution.…”
Section: A ML For Nlos Error Minimizationmentioning
confidence: 99%
“…Second, according to [14], DL can be used to directly extract features for NLOS/LOS classification in a dynamic network environment with time-varying channel impulse response (CIR). Third, based on [20] unsupervised ML approaches are useful for classification NLOS and LOS signal classification in an unknown environment where there is no labelled data.…”
Section: A ML For Nlos Error Minimizationmentioning
confidence: 99%
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“…Consequently, several investigations of the NLOS identification process in UWB were examined in the literature using different ML techniques as a classifier such as SVM in [9,10,17,21], MLP in [23,37,38], boosted decision tree (BDT) in [38], recursive decision tree in [35], and other ML techniques such as kernel principal component analysis in [19], etc. Moreover, the unsupervised machine learning technique called "expectation maximization for Gaussian mixture models" was recently applied in [39] to classify the LOS and NLOS conditions in UWB measurement. Likewise, deep learning approaches such as the convolutional neural network (CNN) were also explored to distinguish the NLOS condition from LOS in UWB ranging [13,22].…”
Section: Identification Of the Nlos And Mp Conditions In The Literatumentioning
confidence: 99%
“…Consequently, several investigations of NLOS identification process in UWB were examined in the literature using different ML techniques as a classifier such as SVM in [9,10,15,19], MLP in [21,35,36], Boosted decision tree (BDT) in [36], recursive decision tree in [33], and other ML techniques such as kernel principal component analysis in [17], etc. Moreover, the unsupervised machine learning technique called "expectation maximization for Gaussian mixture models" was recently applied in [37] to classify the LOS and NLOS conditions in UWB measurement. Likewise, deep learning approaches such as convolutional neural network (CNN) were also explored to distinguish the NLOS condition from LOS in UWB ranging [20,31].…”
Section: Identification Of Nlos and Mp Conditions In Literature Basedmentioning
confidence: 99%