1) topological common subgraph
拓扑公共子图
1.
In this new similarity measure,main structure of the graph is first measured according to the topological common subgraph.
鉴于这种情况,将最大拓扑公共子图法与编辑距离测量法相结合,提出了一种新的相似性测量方法。
2) common topology
公共拓扑
1.
The self-reconfiguring theory based on common topology between initial and goal configuration was proposed.
提出了基于公共拓扑的自重构规划策略,即在进行自重构之前利用分级优化机制搜索出初始构形与目标构形之间的最大公共拓扑,然后以此公共拓扑为目标构形的生长中心,同时,借助于风车形子单元移动、转变模块方位及携带模块的能力,最终实现目标构形的重构。
3) topological molecular graphs
分子拓扑图
4) Topologically containing subgraphs
拓扑包含子图
5) topological conjugation
拓扑共轭
1.
The equivalent condition of topological conjugation for weakly ergodic self-homeomorphous mappings;
弱遍历自同胚映射拓扑共轭的等价条件
2.
It is proved theoretically that two chaotic maps,which have the topological conjugation relationship,hold the same Lyapunov Exponent.
通过实例说明两个具有拓扑共轭关系的混沌映射具有相同的Lyapunov指数。
3.
This paper discusses the topological conjugation properties of the chaotic maps;analyzes in detail the reconstruction process of the chaotic sequences and the security of the oversampled chaotic map (OSCM) binary sequences.
有限精度问题降低了混沌映射序列的统计特性 ,使得那些 tent映射存在拓扑共轭关系的映射产生的序列可通过短序列预测的方法精确重建 。
6) topological conjugacy
拓扑共轭
1.
This article is mainly about the nature and application of iteration in the topological space of topological conjugacy.
研究拓扑空间中的拓扑共轭在迭代中的性质及相关的运用,讨论了拓扑共轭的等价命题并给出了证明,指出了拓扑共轭的两个函数,可以看作同一个函数,在研究一个自映射的动力系统性质时,可以用与它拓扑共轭的较简单的自映射来代替,并给出了具体的应用。
2.
Considering the weighted backward shift operators with constant-weight and using a relative result on similarity,we gave a complete classification under the sense of topological conjugacy for this class of operators.
考虑权为常数的单边加权移位算子,利用相似性的一个结果,给出了这类算子的完全拓扑共轭分类。
3.
In this paper,some quadratic functions topological conjugacy are discussed.
对一些典型二次函数的拓扑共轭进行了讨论,得出了关于逻辑函数和Tent函数共轭的定理,并给出了证明,也给出了一种求桥函数的简单的办法。
补充资料：公共
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