2016
DOI: 10.1155/2016/2080536
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A Distance-Based Maximum Likelihood Estimation Method for Sensor Localization in Wireless Sensor Networks

Abstract: Node localization is an important supporting technology in wireless sensor networks (WSNs). Traditional maximum likelihood estimation based localization methods (MLE) assume that measurement errors are independent of the distance between the anchor node and a target node. However, such an assumption may not reflect the physical characteristics of existing measurement techniques, such as the widely used received signal strength indicator. To address this issue, we propose a distance-based MLE that considers mea… Show more

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Cited by 33 publications
(19 citation statements)
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“…In the location algorithms using ranging, the node's distance or angle is utilized to estimate the position of the target node. The WSN localization algorithms based on ranging mainly include trilateration [23], triangulation [24], and maximum likelihood estimation [25]. Trilateration uses the distances between one target node and three anchor nodes to locate the target node, while triangulation first converts the angles between three anchor nodes and one target node into the corresponding distances, then estimates the target node's location through trilateration.…”
Section: Related Workmentioning
confidence: 99%
“…In the location algorithms using ranging, the node's distance or angle is utilized to estimate the position of the target node. The WSN localization algorithms based on ranging mainly include trilateration [23], triangulation [24], and maximum likelihood estimation [25]. Trilateration uses the distances between one target node and three anchor nodes to locate the target node, while triangulation first converts the angles between three anchor nodes and one target node into the corresponding distances, then estimates the target node's location through trilateration.…”
Section: Related Workmentioning
confidence: 99%
“…ML estimate of n u s can be obtained by maximizing the conditional probability distribution function ( , , / s ) n u f    , the problem translates into the following equation [12]. The problem is reduced to a weighted least squared problem after linearization.…”
Section: ) Likelihood Function Of Multi-slots Joint Mlementioning
confidence: 99%
“…A centralized maximum likelihood estimation is proposed in [10], [11] to solve the two-dimensional cooperative location estimate problem in wireless sensor network (WNS) with TOA and velocity measurements. In [12], an improved linear optimization process based on first-order optimal condition of MLE is proposed to estimate two-dimension positions of sensor network agents to improve the efficiency of search. In order to ensure altitude accuracy of the aircraft with low-cost GNSS and radar, in [13] different altimeter sensors are fused to constrain the error of altitude direction.…”
Section: Introductionmentioning
confidence: 99%
“…. ., is the related constraints of ( , ), under assumptions of whether the distributions of the measurement noise are known or not and the distributions are normal distributions or not, there are many estimation methods that can be available, such as Maximum Likelihood estimation [21], Bayesian estimation [22,23], Extended Kalman filter [24], and Least Squares. The commonly used one is the Least Squares as follows:…”
Section: (B) the Localization Algorithms Based On Diffusion Modelsmentioning
confidence: 99%