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1)  continuous norm
连续范数
2)  norm continutity
范数连续
1.
In this paper,we ,at first,by Laplace transform and Fourier transform ,got a representation theorem for regularized semigroups in Hilbert space, under this representation theorem,we got two sufficient and necessary conditions for norm continutity of regularized semigroups.
半群的范数连续性是一个非常重要的性质,人们一直致力于用半群的生成元及其预解式来刻划却并未能得到满意的结果。
3)  norm continuity
范数连续性
1.
The result derived extends persistence of norm continuity of linear strongly continuous semigroups and enriches theory of semigroups of nonlinear operators.
结论推广了线性算子半群的范数连续性质保持,丰富和完善了非线性算子半群的理论。
2.
In this paper,the norm continuity of C0-semigroups and give a equivalent condition about norm congtinuity of conjugate semigroups is discussed,at the same time the proof is given.
讨论了C0半群的范数连续性,并给出了其共轭半群的范数连续性的等价条件,同时给出了证明。
4)  continuous seminorm
连续拟范数
5)  order continuous norm
序连续范数
6)  eventually norm-continuous
最终范数连续
1.
We discuss relatively bounded perturbations of eventually differentiable and eventually norm-continuous semigroups on Bananch space.
讨论了Banach空间上的最终可微半群与最终范数连续半群的相对有界扰动,获得了两个新的扰动定理。
补充资料:连续链节数
分子式:
CAS号:

性质:又称轮数或及值。是指共聚物主链上每100个单体单元中两种(或两种以上)单体单元各自组成的链段序列总数,用于表征共聚物序列分布。测定方法有:动力学、红外光谱、核磁共振、裂解色谱等。R值越大,两个单体交替排列的倾向越大。交替共聚中R为100,此时两种单体单元各自的链段数相等(R/2)。

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