Exact Controllability for Nonautonomous First Order Quasilinear Hyperbolic Systems*

By Zhiqiang Wang. 2006

84 citations recorded by the source corpus.

Subfields: Applied Mathematics, Control and Systems Engineering, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/f6322bebd97512c002b74fe0086c37d4e0ae7e62

How researchers see this paper

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

In Applied Mathematics

1. Martin Gugat
2. Michael Herty
3. Peipei Shang
4. Zhiqiang Wang
5. Jean-Michel Coron
6. G. Bastin

In Control and Systems Engineering

1. Michael Herty
2. Martin Gugat
3. Peipei Shang
4. Zhiqiang Wang
5. Jean-Michel Coron
6. G. Bastin

In Mathematical Physics

1. Michael Herty
2. Martin Gugat
3. Peipei Shang
4. Zhiqiang Wang
5. Jean-Michel Coron
6. G. Bastin

Citations in the corpus

• Analysis and control of a scalar conservation law modeling a highly re-entrant manufacturing system (2010, background): “nonlinear hyperbolic equations (or systems) are studied in [12,13,19,20,22,25,27,31], while the attainable set and asymptotic stabilization of conservation laws can be found in [1,2].”
• EXISTENCE OF CLASSICAL SOLUTIONS AND FEEDBACK STABILIZATION FOR THE FLOW IN GAS NETWORKS (2011, methodology): “1 from [35] about the existence of a semi-global C(1)-solution on the time interval [0, T ].”
• Flow control in gas networks: Exact controllability to a given demand (2011, background): “The theoretical results are based on previous work by Li et al. [1, 5--7] and Wang [8].”
• Global boundary controllability of the Saint-Venant system for sloped canals with friction (2009, unknown): “1 from [17], we transform the system to a system with a source term that vanishes at zero.”