[图书][B] Sparsity methods for systems and control
M Nagahara - 2020 - library.oapen.org
The method of sparsity has been attracting a lot of attention in the fields related not only to
signal processing, machine learning, and statistics, but also systems and control. The …
signal processing, machine learning, and statistics, but also systems and control. The …
Real‐time NMPC path tracker for autonomous vehicles
W Farag - Asian Journal of Control, 2021 - Wiley Online Library
This work proposes a framework to design, formulate and implement a path tracker for self‐
driving cars (SDC) based on a nonlinear model‐predictive‐control (NMPC) approach. The …
driving cars (SDC) based on a nonlinear model‐predictive‐control (NMPC) approach. The …
Reconstruction of complex discrete-valued vector via convex optimization with sparse regularizers
R Hayakawa, K Hayashi - IEEE Access, 2018 - ieeexplore.ieee.org
In this paper, we propose a method for the reconstruction of a complex discrete-valued
vector from its linear measurements. In particular, we mainly focus on the underdetermined …
vector from its linear measurements. In particular, we mainly focus on the underdetermined …
A survey on compressed sensing approach to systems and control
M Nagahara, Y Yamamoto - Mathematics of Control, Signals, and Systems, 2024 - Springer
In this survey paper, we review recent advances of compressed sensing applied to systems
and control. Compressed sensing has been actively researched in the field of signal …
and control. Compressed sensing has been actively researched in the field of signal …
Asymptotic Performance of Discrete-Valued Vector Reconstruction via Box-Constrained Optimization With Sum of Regularizers
R Hayakawa, K Hayashi - IEEE Transactions on Signal …, 2020 - ieeexplore.ieee.org
In this paper, we analyze the asymptotic performance of convex optimization-based discrete-
valued vector reconstruction from linear measurements. We firstly propose a box …
valued vector reconstruction from linear measurements. We firstly propose a box …
An iterative model predictive control algorithm for constrained nonlinear systems
NF Silva Jr, CET Dórea, AL Maitelli - Asian Journal of Control, 2019 - Wiley Online Library
An iterative model predictive control (MPC) scheme for constrained nonlinear systems is
presented. The idea of the method is to detour from the solution of a non‐convex …
presented. The idea of the method is to detour from the solution of a non‐convex …
[PDF][PDF] Complex track maneuvering using real-time MPC control for autonomous driving
W Farag - Int. J. Com. Dig. Sys, 2020 - academia.edu
This work proposes a framework to design, formulate and implement a path tracker for self-
driving cars (SDC) based on nonlinear model-predictive-control (NMPC) approach. The …
driving cars (SDC) based on nonlinear model-predictive-control (NMPC) approach. The …
Fault diagnosis and model predictive fault-tolerant control for stochastic distribution collaborative systems based on the T–S fuzzy model
Y Kang, L Yao, Y Ren - International Journal of Systems Science, 2020 - Taylor & Francis
This paper presents a fault-tolerant control scheme for a class of nonlinear stochastic
distribution collaborative control systems, which are composed of two nonlinear subsystems …
distribution collaborative control systems, which are composed of two nonlinear subsystems …
Model Free Adaptive Control Algorithm based on ReOSELM for Autonomous Driving Vehicles
Different road conditions and dynamic environment bring significant challenges to the
control system of autonomous driving vehicle (ADV). As is known, historical data collected …
control system of autonomous driving vehicle (ADV). As is known, historical data collected …
Mathematical properties of maximum hands-off control
M Nagahara - 2020 20th International Conference on Control …, 2020 - ieeexplore.ieee.org
In this article, we discuss mathematical properties of maximum hands-off control. Maximum
hands-off control is the L 0 optimal control, that is the sparsest control among all feasible …
hands-off control is the L 0 optimal control, that is the sparsest control among all feasible …