1) strong chaos
强混沌
1.
For a continuous map on Warsaw circle, positive entropy, Devaney chaos, strong chaos and SS-chaos are equivalent.
讨论了华沙圈上连续映射的混沌,指出对于华沙圈上的连续映射f而言,f的拓扑熵大于0,f是De vaney混沌,f是强混沌,f是SS混沌的。
2.
the sufficient and necessary condition of strong chaos for shift map of space of infinite sequences be extend to the space of bi-infinte sequences.
将单边序列空间移位自映射强混沌的充要条件推广到双边序列空间，给出其存在双向混沌集的充要条件和一系列等价条件。
3.
For a continuous map on k-Warsaw circle,positive entropy and strong chaos are equivalent.
讨论了k华沙圈上连续映射的混沌,证明了对于k华沙圈上的连续映射f而言,h(f)>0(f的拓扑熵大于0)与f是强混沌的等价。
2) chaometry
混沌强度
1.
Monopolized line length can be used to differentiate the intensity of chaos, on which the new word "chaometry" was constructed to show th.
独占线长度可以用于鉴别混沌的程度,以此为基础定义并计算了混沌强度(chaometry)。
3) strongly not-chaos
强非混沌
4) instantaneous chaometry
瞬时混沌强度
1.
Based on the uniformity theory, the concept of "instantaneous chaometry" was defined with the total volume of monopolized spheres.
在均匀度理论的基础上,应用独占球总体积定义了瞬时混沌强度(instantaneouschaometry),并且证明了周期和渐近周期轨道的瞬时混沌强度为0,混沌轨道的瞬时混沌强度恒大于0。
2.
Based on the definition of monopolized sphere,instantaneous chaometry and k step chaometry are defined,which are the stable characteristic of chaotic orbit.
只要适当选择包含动力系统吸引盆的多面体,瞬时混沌强度与均匀度的比值是一个常数。
5) 250 step chaometry
250步混沌强度
1.
Chaotic characteristic interperted by 250 step chaometry and its applying to the heart rate;
250步混沌强度解析混沌特征及其在心率研究中的应用
6) k step chaometry
k步混沌强度
1.
To a discrete and chaotic orbit,monopolized sphere capacity is the monopolized space of a point on the orbit,k step chaometry(kSCM) is the average monopolized space of the orbit,which is used to measure the characteristics of the chaotic orbit.
对于一条离散的、混沌的轨道,独占球体积是轨道上一个点的空间占有量,k步混沌强度(kSCM)是轨道的平均空间占有量,它被用于度量混沌轨道的特征。
补充资料：椐椐强强
1.相随貌。
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