Workshop on Exact Boundary Controllability (EBC) of

Nodal Profile for Hyperbolic Systems

April 2nd, 2019

Fudan University, Shanghai 200433, China

The exact boundary controllability (EBC) of nodal profile is a new kind of EBC, motivated by some important applications in recent years.

The aim of this workshop is to present and discuss some significant trends on this subject.

   This workshop is jointly organized by
    -LIASFMA (Laboratoire International Associé Sino-Français de Mathématiques Appliquées)
    -SKLCAM (Shanghai Key Laboratory for Contemporary Applied Mathematics)

Speakers:

1. Martin Gugat, On the limits of boundary stablizability for networks of strings.

2. Wang Libin, Asymptotic stability of the EBC of nodal profile for 1-D quasilinear hyperbolic systems.

3. Wang Ke, Asymptotic stability of the EBC of nodal profile for 1-D quasilinear wave equations.

4. Qu Peng, Existence and stability of time-periodic solutions to quasilinear hyper- bolic systems.

5. Wang Yue, EBC of partial nodal profile for a coupled system of wave equations.

6. Zhuang Kaili, EBC of nodal profile for the Saint-Venant system on a network with loops.

7. Yu Lei, EBC of the nodal profile for entropy solutions to quasilinear hyperbolic systems for conservation laws.

Venue:

Room 1801, GuangHua East Main Building, Fudan University, Shanghai.

Scientific Committee:

Martin Gugat,

Tatsien Li.

Local Organizing Committee:

Wang Libin,

Wang Yue,

Zhou Chunlian.