2017
DOI: 10.25103/jestr.104.23
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Neural Networks Trained with Levenberg-Marquardt-Iterated Extended Kalman Filter for Mobile Robot Trajectory Tracking

Abstract: This paper proposes a neural network controller using a new efficient optimisation algorithm for learning that is the Levenberg-Marquart Iterated Extended Kalman filter LM-IEKF. The trained neural network is applied to control a wheeled mobile robot for trajectory tracking problem. The proposed algorithm is compared to the standard extended Kalman filter and the back-propagation algorithms. Simulation and experimental results using MATLAB 7.1 and National Instrumentation mobile robot (starter kit 2.0) respecti… Show more

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Cited by 9 publications
(5 citation statements)
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“…The dynamic network structure revealed by time-varying brain neural network analysis may also provide new inspiration to develop biological neural networks, which may help establish more effective neural models to better simulate and understand human behaviors. In addition to these applications, one can also note that the kernel of ADTF is to solve the MVAAR model with a Kalman filter problem, which has been widely utilized in various research fields such as trajectory tracking [62] and neural network training [63]. In essence, our proposed L1-ADTF solved the Kalman filter problem in the L1-norm space, which may further resist the outlier influence during these applications and offer reliable results.…”
Section: Discussionmentioning
confidence: 99%
“…The dynamic network structure revealed by time-varying brain neural network analysis may also provide new inspiration to develop biological neural networks, which may help establish more effective neural models to better simulate and understand human behaviors. In addition to these applications, one can also note that the kernel of ADTF is to solve the MVAAR model with a Kalman filter problem, which has been widely utilized in various research fields such as trajectory tracking [62] and neural network training [63]. In essence, our proposed L1-ADTF solved the Kalman filter problem in the L1-norm space, which may further resist the outlier influence during these applications and offer reliable results.…”
Section: Discussionmentioning
confidence: 99%
“…Neural network architecture can be formed using two or more combined neurons to develop a multi-layer network [23]. Fig (3) represents an example of a multilayer architecture for a neural network [24]. The architecture of a neural networks consist of three layers, i.e., input layer which accepts system states or sensors real-time measurements, a hidden layer which is the intermediate layer of the network and output layer which is the model outputs or motors inputs.…”
Section: Neural Network Optimization Algorithmsmentioning
confidence: 99%
“…By using (21), (24) and (28), the weights updating rule of the Gauss-Newton algorithm can be illustrated as in below:…”
Section: Gauss-newton Algorithmmentioning
confidence: 99%
“…Although LM requires more memory than other algorithms, it is found to be efficient in minimizing sum of square errors between data points and functions. LM utilizes gradient descent or Gauss-Newton methods when parameters are far or close to their optimum values, respectively [10,11,12]. The LM algorithm is further expressed in the following equation:…”
Section: Fig 10 Artificial Neural Network (Ann) Modelmentioning
confidence: 99%