1) WMC
每类加权方法数量
1.
To overcome the shortcomings of CK suite in terms of its metrics,such as WMC(weighted methods per class),DIT(depth of inheritance tree),and LCOM(lack of cohesion in methods) for object-oriented software,an improved CK(ICK) suite was proposed.
为弥补CK套件中每类加权方法数量、继承树深度和方法内聚缺乏度等度量指标的缺陷,提出了如下改进的度量指标:每类加权方法参数复杂性(WMACC)、每类加权方法属性复杂性(WACC)、相对继承树深度(RDIT)、方法内聚性(CM)和封装率(ER)。
2) the weighed residual method
加权余量方法
3) weighting method of physical quantity
实体数量加权法
4) Weighted clustering analysis method
加权聚类分析方法
5) Weighted Method
加权方法
1.
In this paper, a weighted method of parameter estimation for the Cobb-Donglas production funetion was proposed.
本文给出了Cobb-Douglas生产函数参数估计的加权方法,实例分析表明,本文方法所得模型的精度明显高于经典方法所得模型的精度。
2.
Equivalent Length-Weighted Method and Its Application on Evaluation of Highway Technology Status;
针对目前公路养护质量评定方法的综合指标计算模型中设施权数为定值的问题,本文设计了一种新的加权方法,即等效长度加权法,该方法用等效长度作为设施的权数,解决了固定权数不能反映设施数量的问题,并且既能用于单一设施评价又可用于多设施综合评价。
6) L~2 weighted energy method
L~2加权能量方法
1.
Under the condition of small perturbation for the initial data,using L~2 weighted energy method proves that the global solutions of corresponding general initial-boundary value problem exsit and converge time-asympotically to the linear superposition of the stationary wave and the rarefaction wave for scalar viscous conservation law with one-si.
对具有一条边界影响的的单个粘性守恒律,用L~2加权能量方法证明了在初始值为小扰动的情形下,相应的具有非凸条件的一般初边值问题解的整体存在性及其解渐近收敛到一个稳定波和稀疏波的线性叠加。
2.
For the generalized BBM-Burgers equation with a general boundary data in a half space, it is showed that its global solution exists and converges time-asymptotically to a weak stationary wave or the linear superposition of a weak stationary wave and a weak rarefaction wave for non-convex flux function and small initial-boundary disturbance by an L~2 weighted energy method.
对一维半空间中具有一般边界条件的广义BBM-Burgers方程,用L~2加权能量方法证明了在流函数为非凸和初边值为小扰动的条件下其解的整体存在性及解渐近收敛到一个弱稳定波或一个弱稳定波与一个弱稀疏波的线性叠加。
补充资料：那每
1.亦作"那门"。亦作"那懑"。 2.犹那么。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条