1) k-Warsaw circle
k华沙圈
1.
Some dynamical properties of continuous maps on the k-Warsaw circle.;
k华沙圈上连续自映射的某些动力性质
2.
In this paper Chaos generated by continuous maps on k-Warsaw circle is reasearched.
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) Warsaw circle
华沙圈
1.
The dynamical properties on maps of the Warsaw circle;
华沙圈上的一些动力学性质(英文)
2.
Some topological and dynamical properties of Warsaw circle and its applications;
华沙圈及其推广的一些拓扑与动力性质
3.
Chaos generated by continuous maps on Warsaw circle;
华沙圈上连续映射的混沌
4) Warsaw
[英]['wɔ:sɔ:] [美]['wɔrsɔ]
华沙
1.
Overall Distribution Commanding System in Warsaw Metro;
华沙地铁采用新型全分布控制系统技术
5) Karl Schapper (1812～1870)
沙佩尔，K.
6) k-cycle system
k-圈系统
1.
A k-cycle system of order v,briefly denoted by CS(v,k)(or k-CS(v)),is a collection(C(v,k)) of undirected cycles with length k,whose(undirected)edges form partition of all edges of a complete graph K_v of order v.
一个v阶k-圈系统,简记为CS(v,k),是长度为k的无向圈的集合,它的全体无向边恰构成v阶完全图Kv的边的一个分拆,利用差方法构造性地给出了4m-CS(v)的存在性。
补充资料：华沙学派
见逻辑实证主义。
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