摘要
利用符号动力学的揉理论，讨论双峰映射拓扑熵的计算．对于具有重要意义的终周期揉序列对，给出了决定其拓扑熵的揉行列式的解析表达式．
By means of the kneading theory of symbolic dynamics,the topological entropy of bimodal maps is calculated.For the eventually periodic kneading pair of significance,the analytic expression of the kneading determinant for determining its topological entropy is presented.
出处
《云南大学学报（自然科学版）》
CAS
CSCD
1998年第4期310-312,共3页
Journal of Yunnan University(Natural Sciences Edition)
关键词
拓扑熵
双峰映射
不变坐标
符号动力学
揉行列式
topological entropy
bimodal map
invariant coordinate
kneading determinant
