1) Homogeneous kernel
齐性核
1.
Let T_Ω be the singular integral with homogeneous kernel, and Ω and T~(b,m)_Ω be the commutators generated by T_Ω and a BMO function b.
设TΩ是具有齐性核的奇异积分算子,Tb,mΩ是它与BMO函数b生成的交换子,当核函数Ω满足Dini-条件时,证明了它在一类原子Hardy空间和Herz型原子Hardy空间上的有界性。
2) homogeneous kernel
齐次核
1.
By introducing the weight function and multi-parameters and using the way and the technioue of real analysis,we give a Hilbert-type integral inequality with the homogeneous kernel of 0-order.
通过引入权函数及多参数,应用实分析的方法及技巧,建立了一个零齐次核的Hilbert型积分不等式,还考虑了其等价形式及逆式。
2.
By using the way of real analysis and estimating the weight coefficient,this paper introduces a parameter α≥-3/4+(((21)~(1/2))/12) and gives a more accurate extension of a Hilbert-type inequality with the homogeneous kernel of positive-degree with a best constant factor.
应用实分析方法以估算权系数,通过引入单参数α≥-3/4+(((21)~(1/2))/12)建立了一个正数齐次核的Hilbert型不等式的精确化最佳推广式,并进一步考虑了其加强式,等价式及逆式。
3) homogeneity
[英][,hɔmədʒə'ni:əti] [美]['hɑmədʒə'niətɪ]
齐性
1.
The homogeneity theorem of frequency domain analysis on sinusoidal alternating current circuit and its application incomplicated ladder network;
正弦稳态频域分析中的齐性定理及在复杂T型网络中的应用
2.
The definition of quasi-linearity operators is first given,and then the relations of homogeneity,the quasi-additivity and idempotence of operators are discussed.
首先给出拟线性算子定义,讨论了算子的齐性、拟可加性和幂等的一些关系,证明了在一定条件下算子的拟线性和拟可加性的等价性,并证明了拟线性算子值域的闭性,得到拟线性算子值域中的连续性,给出了有界拟线性算子的广义Banach引理。
4) Sclerotium rolfsii Sacc
齐整小核菌
1.
According to the morphologic character and pathogenicity,three strains were identified as Sclerotium rolfsii Sacc,Agonomycetales,Hyphomycetes,Deuteromycotina.
从染病魔芋植株上收集白绢病菌核,以菌核为分离材料,分离到3株产菌核的丝状病原真菌;根据病原菌形态学及致病性特征,鉴定3株病原菌为半知菌亚门,丝孢纲,无孢目,小核菌属的齐整小核菌(Sclerotium rolfsiiSacc。
2.
The biological characteristics of jasmine southern blight pathogen(Sclerotium rolfsii Sacc.
对茉莉白绢病病菌齐整小核菌(S clerotium rolf sii Sacc。
3.
The result showed that the pathogen was Sclerotium rolfsii Sacc.
结果表明,引起草莓白绢病的病原物是齐整小核菌Sclerotium rolfsii Sacc。
5) symmetric and homogeneous kernel
对称齐次核
6) homogeneity of variance
方差齐性
1.
This article first discusses the significance of homogeneity of variance,then studies the general method of transformation for homogeneity of variance on the relation between the data mean and the variance when population distribution is known,and it uses the Mathematica software to analyse the variety rules between the parameter and the variance in the corresponding transformation.
从方差非齐性数据处理中的变换的必要性入手,根据数据均值与方差之间的关系研究了总体分布已知时的方差齐性变换的一般方法,并利用Mathematica软件分析相应变换中参数与方差之间的图形规律,最后介绍了总体分布未知时的Box-Cox变换的一般原理。
2.
It is of considerable interest in the test of correlation and homogeneity of variance in many practical studies.
在时间序列回归模型分析中,相关性和方差齐性的检验是一个很基本的问题。
补充资料：非呼吸性窦性心律不齐
非呼吸性窦性心律不齐
心率快慢改变与呼吸无关而形成的窦性心律不齐，常见于心脏病患者或应用洋地黄药物后，心电图示窦性P波，P-R间期大于0．12秒，最长与最短的P-P间期之差大于0．12秒以上。
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