1) global attractor
全局吸引子
1.
Asymptotic smoothing and global attractor of a weakly damped viscous KdV equation on real line;
一类弱阻尼KdV方程的渐近光滑全局吸引子
2.
Existence of strong global attractors for a weakly dissipative coupled system;
弱耗散耦合系统强全局吸引子的存在性
3.
The Hansdorff dimension of the global attractor for strongly damped semilinear wave equations;
强阻尼的半线性波动方程全局吸引子的Hausdorff维数
2) global attractors
全局吸引子
1.
By a method of ω-limit compact,the existence of global attractors A of strong solution were gained,and A attracts any bounded subsets in D(A)×D(A) with the norm of D(A)×D(A).
结合能量估计得到了方程解半群在11H0(Ω)×H0(Ω)及在D(A)×D(A)中的有界吸收集,并利用ω-极限紧方法得到了整体强解的全局吸引子A的存在性。
2.
The global attractors of the coupled system is studied by verifying the condition(C).
作者通过验证条件(C)成立首次证明了吊桥耦合系统全局吸引子的存在性。
3.
In this paper,by using the Poincare inequality,imbedding theorem,energy inequality and the uniform Gronwall Lemma,the existence of the global attractors for non-autonomous 2D-Navier-Stokes equations with variable and distributed delays is obtained.
利用Poincare不等式、Sobolev嵌入定理、能量不等式和一致G ronwall不等式等技巧,证明了含变时滞和分布时滞的非自治2D-Navier-Stokes方程的全局吸引子存在性。
4) compact global attractor
紧全局吸引子
5) global Battractor
全局B-吸引子
6) minimal global attractor
极小全局吸引子
补充资料：全局调节子
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性质：受控于同一蛋白的多个操纵子。
CAS号：
性质：受控于同一蛋白的多个操纵子。
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