一类反应扩散方程组的局部能控性
일류반응확산방정조적국부능공성
Local Controllability of a Reaction Diffusion System
  • 万方数据
    数学进展 수학진전
    ADVANCES IN MATHEMATICS
    2008年 5期 561-570 ,共10页

    董旺远%何红英

    동왕원%하홍영

    反应扩散方程组%局部能控性%Carleman不等式%最优控制问题%Kakutani不动点定理 反應擴散方程組%跼部能控性%Carleman不等式%最優控製問題%Kakutani不動點定理
    반응확산방정조%국부능공성%Carleman불등식%최우공제문제%Kakutani불동점정리
    reaction diffusion system%local controllability%Carleman inequality%optimal control problem%Kakutani fixed point theorem
    本文证明了一类反应扩散方程组平衡解的局部精确能控性.
    본문증명료일류반응확산방정조평형해적국부정학능공성.
    In this paper, we shall show that the steady-state solutions to a 3-species reaction diffusion system in n-dimensional bounded domain Ω, n = 1, 2, 3, are locally controllable by internal controllers with the support in subsets ω(∩)Ω.
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