2022
DOI: 10.1109/tcyb.2021.3085426
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Autonomous Tracking and State Estimation With Generalized Group Lasso

Abstract: We address the problem of autonomous tracking and state estimation for marine vessels, autonomous vehicles, and other dynamic signals under a (structured) sparsity assumption. The aim is to improve the tracking and estimation accuracy with respect to the classical Bayesian filters and smoothers. We formulate the estimation problem as a dynamic generalized group Lasso problem and develop a class of smoothing-andsplitting methods to solve it. The Levenberg-Marquardt iterated extended Kalman smoother-based multib… Show more

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Cited by 6 publications
(3 citation statements)
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“…Variable splitting methods have recently been introduced in the arena of sparsity-type problems, where it has become increasingly important due to splitting property [40], [41]. The methods, for example ADMM [42], [43], are efficient methods that can tackle this kind of sparsity problem.…”
Section: B Eeg Signal Classification Methodsmentioning
confidence: 99%
“…Variable splitting methods have recently been introduced in the arena of sparsity-type problems, where it has become increasingly important due to splitting property [40], [41]. The methods, for example ADMM [42], [43], are efficient methods that can tackle this kind of sparsity problem.…”
Section: B Eeg Signal Classification Methodsmentioning
confidence: 99%
“…While the convergence from any initial guess to the solution point cannot be rigorously proven, this method has achieved wide success in the optimization of power systems and many other areas. Just to name a few among many, power system state estimation with nonlinear measurement models using the WLS estimator [37], [58] and the least absolute value (LAV) estimator [37], [59], model reduction of induction machines using the nonlinear LASSO [60], autonomous tracking and state estimation using the generalized group LASSO [61], etc. As has been shown extensively in existing literature, this method has satisfactory performance for a wide variety of nonlinear programming problems in practice.…”
Section: Convergence Of the Solution Algorithmmentioning
confidence: 99%
“…Hao et al investigated an asynchronous information fusion issue for a camera and radar in an intelligent driving system [7]. In order to improve the tracking and estimation accuracy, Gao et al proposed the method of Generalized Group Lasso [8]. Galanido et al estimated the hydrogen fuel filling time for hydrogen-powered fuel cell electric vehicles at different initial conditions through a dynamic simulation by using Aspen Dynamics v.11 with the Peng-Robinson equation of state for creating a thermodynamic model [9].…”
Section: Introductionmentioning
confidence: 99%