1) kernel variables
核心变量
1.
Learning discrete Bayesian network structures from data:based on kernel variables;
以核心变量为基础的离散贝叶斯网络结构学习
2) key relational variables
核心关系变量
1.
This paper investigates the influence of interpersonal relationship on such key relational variables as interpersonal trust, interorganizational trust and relationship specific investment between firms through a structural equation model by using data from a survey of home appliance distributors in China.
本文通过构建一个结构方程模型,以家电分销渠道中的分销商为样本来源,检验了中国市场上私人关系对企业间人际信任、企业间信任和企业间关系专用性投资三项企业间核心关系变量的影响,以此来展现中国市场上私人关系对企业间关系的影响特征。
3) Conceptual Faramework
计量核心
4) core strength
核心力量
1.
Influence of core strength on aerobics posture
核心力量对健美操身体姿态的作用
2.
Review of researches on core stability and core strength
核心稳定性与核心力量研究述评
5) core quality
核心质量
1.
At this stage,we must reflect on the various problems arose from the previous mass period and try to form theories and find ways to coordinate and sustain the development of higher education in all around ways,among which the borderlessness and core quality of higher education are the most focal questions.
其中,高等教育无边界化和核心质量的形成,是一个值得关注的问题。
6) variable kernel
变量核
1.
In this paper we discuss the properties of two kinds of integral operator with variable kernel and prove that fractional integral operator with variable kernel TΩ,μ is bounded from Bp,λ1(Rn).
主要讨论两类带变量核的积分算子的性质,证明了带变量核的分数次积分算子TΩ,μ是从Bp,λ1(Rn)到Bq,λ2(Rn)上的有界算子,其交换子TbΩ,μ是从Bp,λ1(Rn)到Bq,λ2(Rn)上的有界算子。
2.
The parameterized Marcinkiewicz integral μρΩ(0<ρ<n) with variable kernel is a bounded operator from H1(Rn) to L1(Rn) and from H1,∞(Rn) to L1,∞(Rn).
考虑带变量核的参数型Marcinkiewicz积分μρΩ(0<ρ
3.
Let T_(Ω,μ) be the integral operators with variable kernelLet b be a locally integrable function on R~n, the commutator T_(Ω,)~b generated by the function b and the operator T_(Ω,)~b is defined byfor suitable functions f.
设0≤μ
补充资料：变量与变量值
可变的数量标志和所有的统计指标称作变量。变量的数值表现称作
变量值，即标志值或指标值。变量与变量值不能误用。
变量值，即标志值或指标值。变量与变量值不能误用。
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