1) functional co-coerciveness
函数余强制性
2) auxiliary scalar coercive function
强制函数
1.
In present paper,considering an auxiliary scalar coercive functions and building upon f in Euclidian spaces,we obtain theorem 2 and give a new proof of the known theorem of Hadamard generalized by Plastock.
最近学者Zamperi提出了用非负强制函数研究全局同胚问题,本文利用其思想,引用强制函数证明了Hadamard-Levy定理及其一些推论。
3) majorant,major function
强函数;控制函数
4) properties of cosine function
余弦函数的性质
5) strongly continuous cosine operator function
强连续余弦算子函数
1.
The paper discusses the irreducibility for strongly continuous cosine operator functions and its dual perturbed cosine operator functions, and obtains the following two results: 1) Suppose (X, ‖·‖ ) is a Banach lattice, {C(t)}t≥0 is a positive cosine operator function, B∈.
讨论了强连续余弦算子函数的不可约性及其共轭扰动余弦算子函数的不可约性,建立了以下两个结果:1)设(X,‖·‖)为Banach格,{C(t)}t≥0是正的强连续余弦算子函数,B∈B(X,XΘ)是一个正算子,那么,扰动余弦算子函数{CB(t)}t≥0是不可约的充要条件为:J={0}及J=x是仅有的满足C(t)J J,K(λ)J J的闭理想,这里t≥0,K(λ)=R(λ2,AΘ)B。
6) strong signed domination function
强符号控制函数
1.
With the definition of the strong signed domination function and the strong signed domination number of a graph,some lower bounds of the strong signed domination number about graph are obtained.
在定义了图的强符号控制函数和强符号控制数的基础上,给出了一些图的强符号控制数的下界。
2.
The properties about strong signed domination function and strong signed domination number of graph have been studied.
本文对几类特殊图的强符号控制函数及强符号控制数进行了研究,给出了完全图、完全二部图、路及圈的强符号控制数。
补充资料：连续性与非连续性(见间断性与不间断性)
连续性与非连续性(见间断性与不间断性)
continuity and discontinuity
11an父ux泊g四f“山。麻以角g、.连续性与非连续性(c。nt，n琳t:nuity一)_见间断性与不间断性。and diseo红ti-
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