On Some Approaches to Linearization of Affine Systems
Author:
Publisher
Elsevier BV
Subject
Control and Systems Engineering
Reference19 articles.
1. R.W. Brockett (1978). Feedback invariants for nonlinear systems. Proceedings of IFAC Congress. Helsinki, 1115– 1120.
2. Reduction of nonlinear control systems: A differential geometric approach;Elkin,1999
3. Linearization of Affine Systems Based on Control-dependent Changes of Independent Variable;Fetisov;Differential Equations,2017
4. Orbital Feedback Linearization: Application to Solving Terminal Problems for Multi-Input Control Affine Systems;Fetisov;IFAC-PapersOnLine,2017
5. A-Orbital Linearization of Affine Systems;Fetisov;Differential Equations,2018
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1. On feedback linearization of multi-input nonlinear control systems via time scaling and prolongation;European Journal of Control;2024-05
2. On Linearization of Single-Input Nonlinear Control Systems Based on Time Scaling and a One-Fold Prolongation;Дифференциальные уравнения;2023-01-15
3. On Linearization of Single-Input Nonlinear Control Systems Based on Time Scaling and a One-Fold Prolongation;Differential Equations;2023-01
4. Goursat Normal Form and Linearization of Single-Input Nonlinear Control Systems via Time Scaling and Prolongation;IFAC-PapersOnLine;2023
5. On $$A$$-Orbital Linearization of Three-Dimensional Single-Input Affine Systems;Differential Equations;2022-04
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