Global output feedback stabilization of upper‐triangular nonlinear systems using a homogeneous domination approach

By Chunjiang Qian, Ji Li. 2006

181 citations recorded by the source corpus.

Subfields: Control and Systems Engineering, Geometry and Topology

View Paper: https://www.semanticscholar.org/paper/736563fd5b556910b2b2195f12610cd86c059a01

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Control and Systems Engineering

1. J. Zhai
2. Shihua Li
3. Shihong Ding
4. Xue‐Jun Xie
5. Xinghui Zhang
6. Qi Li
7. Kemei Zhang
8. Chunjiang Qian

In Geometry and Topology

1. J. Zhai
2. Chunjiang Qian
3. Shihua Li
4. Qi Gong
5. Jason Polendo

Citations in the corpus

• Global stabilization of a class of upper‐triangular systems with unbounded or uncontrollable linearizations (2011, background): “3 in [24] again one can find a constant c>0 such that”
• Global control of nonlinear systems with uncertain output function using homogeneous domination approach (2012, methodology): “Because of the presentence of the output function with unknown constant, the global output feedback stabilization problem of this system cannot be handled by [26].”
• Finite‐time output feedback stabilization of nonlinear high‐order feedforward systems (2016, background): “Remark 1 Compared with the existing assumptions on finite-time output feedback stabilization of nonlinear feedforward systems, Assumption 1 is more general, that is, when pi D 1, Assumption 1 can be reduced to the upper-triangular growth condition in [13] and [28]:”