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1)  Satured order of the error
误差饱和阶
2)  error saturation prevention (ESP) function
误差饱和预防函数
3)  saturation order
饱和阶
1.
Wo study the saturation of the operators Un in the Holder Metric and the saturation class and the saturation order are determine
本文研讨在Holder度量下算子U_n的饱和问题,确定了饱和类和饱和阶。
2.
The K functional method is used in the paper which first describes the approximation and saturation problem by a certain trigonometric interpolation polynomials in the Besov spaces, the saturation class and the saturation order of approximation are determined.
利用K泛函的定义首次研究了在Besov空间中,一类三角插值多项式的逼近和饱和问题,确定了逼近的饱和类与饱和阶。
3.
The saturation order is 1/n~(10).
如果f(x)∈Cj[-1,1](0≤j≤9),则Gn(f;x)在区间[-1,1]上一致收敛于f(x)∈Cj[-1,1](0≤j≤9),并且其收敛阶达到最佳,饱和阶为1/n10。
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4)  Cascade-Saturation
递阶饱和
1.
With the Cascade-Saturation control logic,a nonlinear model independent feedback control law that accommodates the actuator and sensors saturation limits is introduced.
根据递阶饱和控制逻辑,设计了一种适用于转速和控制力矩均受限的模型独立的非线性反馈控制规律。
5)  saturation stage
饱和阶段
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6)  order of error
误差阶
1.
in this paper, errors estimated errors appeared in sectioned interpolation of reproducing bed in space H_0~1 [a, b] are estimated first, then in space Ha [0, 1], the order of error in this interpolation in Sobolev norm at length are discussed and it is proved that this order can not be heightened.
对再生核空间H01[a,b]中分段再生核插值余项进行了估计,在H01[0,1]中,详细讨论了分段再生核插值在Sobolev范数意义下的误差阶,并证明了误差阶不能再改进。
补充资料：(C14-18-饱和、C16-18-不饱和)脂肪酸钾盐
CAS：68002-80-2
分子式：C14-18 and C16-18-Unsaturated alkylcarboxylic acid potassium salts

中文名称：(C14-18-饱和、C16-18-不饱和)脂肪酸钾盐；牛油脂肪酸钾皂

英文名称：Fatty acids, C14-18 and C16-18-unsatd., potassium salts
C14-18 and C16-18-Unsaturated alkylcarboxylic acid, potassiumsalt
fatty acids, c14-18 and c16-18-unsatd., potassiumsalts
Fatty acids,C14-18 and C16-18-unsatd.,potassium salts
C14-18 and C16-18-Unsaturated alkylcarboxylic acid,potassiumsalt
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