1) sub-self-conformal
子自共形集
1.
Lipschitz equivalence of sub-self-conformal sets;
子自共形集的Lipschitz等价性
2) self-conformal set
自共形集
1.
In Chapter 4, we construct a class of self-conformal sets based on related self-similar sets, and obtain the formula for their Box dimensions.
接着在第四章中我们依据相关自相似集构造了一类自共形集,并在自相似集的有限型的基础上得到了自共形集的盒维数公式。
3) self-conformal sets
自共形集合
4) cofinal subset
共尾子集
5) conformal naturality
共形自然
1.
The conformal naturality of extensions characterizes the compatibility of extensions with the group of Mbius transformations of the unit disk.
扩张的共形自然性刻画了扩张与单位圆的M b ius变换群的相容性。
6) conformal factor
共形因子
1.
The concept of conformal factor and conformal invariance for Birkhoff equations was extended to the holonomic mechanical systems,and conserved quantities and conformal invariance under infinitesimal transformations of groups for the general holonomic mechanical systems were studied.
将Birkhoff方程的共形不变性和共形因子的概念拓展到完整力学系统,研究一般完整力学系统在无限小变换下的共形不变性与守恒量。
补充资料：南乡子 老病自戏 文津阁本中庵集六
【诗文】：
老境日蹉跎。无计逃他百病魔。强打支撑相伴住，难呵。也是先生没奈何。耳重眼花多。行则欹危语则讹。暗地自怜还自笑，休麽。智者能调
【注释】：
【出处】：
老境日蹉跎。无计逃他百病魔。强打支撑相伴住，难呵。也是先生没奈何。耳重眼花多。行则欹危语则讹。暗地自怜还自笑，休麽。智者能调
【注释】：
【出处】：
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