Shengquan xiang
WebMay 2, 2024 · Shengquan Xiang Christophe Zhang We study the rapid stabilization of the heat equation on the 1-dimensional torus using the backstepping method with a Fredholm transformation. WebJOACHIM KRIEGER AND SHENGQUAN XIANG Abstract. We prove the semi-global controllability and stabilization of the (1+1)-dimensional wave maps equation with spatial …
Shengquan xiang
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WebOct 8, 2024 · Fredholm transformation on Laplacian and rapid stabilization for the heat equation. Ludovick Gagnon, Amaury Hayat, Shengquan Xiang, Christophe Zhang. We study the rapid stabilization of the heat equation on the 1-dimensional torus using the backstepping method with a Fredholm transformation. We prove that, under some … Webmail: [email protected]. SX was supported by LIASFMA and ANR Project Finite4SoS (ANR 15-CE23-0007). as we need to investigate a closed-loop system which in-volves more di culties (even for the well-posedness). Sev-eral works [5,6,15,18,22,25] have been made in this special KdV control system, here we refer [18] where the
Web113 rows · Shengquan Xiang. 2024 Sep 24--Semiregularity maps and deformations of modules over Lie algebroids: Marco Manetti. Ruggero Bandiera. Emma Lepri. 2024 Jan 2- … WebJan 13, 2024 · Shengquan Xiang Peking University, Beijing, China; Download PDF. A subscription is required to access this article. Abstract. We construct explicit time-varying feedback laws that locally stabilize the two-dimensional internal controlled incompressible Navier–Stokes equations in arbitrarily small time.
Web4 SHENGQUAN XIANG as well as the related closed-loop systems with stationary feedback laws i.e. f(t,x) = Ly, where L is a bounded operator on L2(Ω). The well-posedness for both open-loop systems ...
WebSHENGQUAN XIANG Abstract. The null controllability of the heat equation is known for decades [21,25,34]. The nite time stabilizability of the one dimensional heat equation was proved by Coron{Nguy^en [15], while the same question for high dimensional spaces remained widely open.
WebJan 13, 2024 · Shengquan Xiang Peking University, Beijing, China; Download PDF. A subscription is required to access this article. Abstract. We construct explicit time-varying … boat rental southern marylandWebJean-Michel Coron, Shengquan Xiang To cite this version: Jean-Michel Coron, Shengquan Xiang. Small-time global stabilization of the viscous Burgers equation with three scalar controls. Journal de Mathématiques Pures et Appliquées, 2024, 151 (9), pp.212-256. 10.1016/j.matpur.2024.03.001. hal-01723188 clifton rowellWebMar 13, 2024 · Shengquan Xiang. 13 January 2024. On the sharp scattering threshold for the mass–energy double critical nonlinear Schrödinger equation via double track profile decomposition. Yongming Luo. 14 December 2024. Entire downward solitons to the scalar curvature flow in Minkowski space. boat rentals or tours in portland meWebShengquan Xiang Christophe Zhang Fredholm-type backstepping transformation, introduced by Coron and L\"u, has become a powerful tool for rapid stabilization with fast development over the last decade. clifton ronnyWebOct 9, 2024 · Authors: Shengquan Xiang. Download PDF Abstract: The null controllability of the heat equation is known for decades [19,23,30]. The finite time stabilizability of the one dimensional heat equation was proved by Coron--Nguyên [13], while the same question for high dimensional spaces remained widely open. clifton royal mailWebJean-Michel Coron, Ivonne Rivas and Shengquan Xiang. Vol. 10 (2024), No. 5, 1089–1122. DOI: 10.2140/apde.2024.10.1089. Abstract. We study the exponential stabilization problem for a nonlinear Korteweg-de Vries equation on a bounded interval in cases where the linearized control system is not controllable. clifton roweWeb2 SHENGQUAN XIANG a nearly complete local exact controllability result is obtained in [21], other works include but not limited to [12,20,22,24,31,34]. Eventually one can even control the system locally via some reduced control terms [13]. The global controllability of Navier{Stokes equations with controlling clifton rubber ltd pe27