2) singular systems
奇异系统
1.
The methods of stabilization and robust stability for singular systems;
奇异系统的鲁棒稳定与镇定方法
2.
H-infinity control for a class of switched linear singular systems;
一类切换线性奇异系统的H_∞控制
3.
State feedback H_∞ control for class of switched singular systems with state delay;
一类切换时滞奇异系统的状态反馈H_∞控制
3) singular system
奇异系统
1.
Robust H_∞ control for a class of uncertain singular systems;
一类不确定奇异系统的鲁棒H_∞控制
2.
H-infinity control for singularly perturbed systems:a method based on singular system controller design;
奇异摄动系统的H_∞控制:基于奇异系统的方法
3.
Robust control of uncertain singular systems;
不确定奇异系统的鲁棒控制
4) singular coefficient
奇异系数
1.
In this paper, some existence results of solution of following an elliptic equation with singular coefficients -u-μu|x| 2=u 2 *-1+λu q-1|x| σ,x∈Ω;u>0,x∈Ω;u=0,x∈Ω are studied by virtue of Hardy inequality and the Mountain Pass Geometry.
使用Hardy不等式和山路几何给出了一类奇异系数的椭圆型方程 - u - μ u|x|2 =u2 - 1+λuq - 1|x|σ,x∈Ω ;u >0 ,x∈Ω ;u =0 ,x∈ Ω解的存在性结
2.
The existence of biharmonic problem with sub-critical exponent and singular coefficient Δ~2u-μu[]|x|~s=f(x)u~(q-1)+u~(p-1) are proved by using the mountain pass theorem and Sobolev—Hardy inequality.
利用Sobo lev-H ardy不等式和山路引理给出了一类带奇异系数和次临界指数的双调和椭圆型方程Δ2u-μu x s=f(x)uq-1+up-1,u>0,x∈;Ωu=0,x∈Ω非平凡解的存在性结果。
3.
The existence of solutions for a class of critical elliptic equations with singular coefficient is,under certain conditions, discussed by using variational methods and Hardy inequality, two sufficientconditions for existence of solutions are obtained.
本文利用变分法和Hardy不等式讨论了一类带奇异系数临界半线性椭圆方程,在一定条件下证明了方程解的存在性,并得到了解的存在性的两个充分条件。
5) singular S-systems
奇异S-系
6) nonsingular set
非奇异系
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