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Indeterminacy sets of rational maps and dimension of the invariant sets (Integrated Research on Complex Dynamics)

机译：有理图的不定集和不变集的维数（复杂动力学综合研究）

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篠原知子;
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年度 2012
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正文语种 ja
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1. Dimensions of compact invariant sets of some expanding maps [J] . YUKI YAYAMA Ergodic Theory and Dynamical Systems . 2009 ,第Pta1期

机译：一些扩展图的紧不变集的维数
2. Dimensions of compact invariant sets of some expanding maps [J] . Yayama Y Ergodic Theory and Dynamical Systems . 2009 ,第1期

机译：一些扩展图的紧不变集的维数
3. ON SOME PROPERTIES OF INVARIANT SETS OF TWO-DIMENSIONAL NONINVERTIBLE MAPS [J] . Christos E. Frouzakis, Laura Gardini, Ioannis G. Kevrekidis, International journal of bifurcation and chaos in applied sciences and engineering . 1997 ,第6期

机译：二维不可逆映射不变集的一些性质
4. THE JULIA SETS OF HIGH-ORDER COMPLEX RATIONAL MAPPINGS CONSTRUCTED BY NEWTON'S MAP [C] . ZHOU Fucai, ZHU Weiyong Proceedings of the Asia-Pacific Vibration Conference 2001 . 2001

机译：牛顿图构造的高阶有理映射的朱利亚集
5. Dimensions of compact invariant sets of some expanding maps. [D] . Yayama, Yuki. 2007

机译：一些扩展图的紧不变集的维数。
6. Conformationally Homogeneous Heterocyclic Pseudo-Tetrapeptides as Three-Dimensional Scaffolds for Rational Drug Design: Mapping the Structural Basis Set and Application to the Design of Receptor-Selective Somatostatin Analogues [O] . Mr. John M. Beierle, Dr. W. Seth Horne, Prof. Dr. Jan H. van Maarseveen, -1

机译：构象均一的杂环伪四肽作为三维支架用于合理的药物设计：映射结构基础集并将其应用于受体选择性生长抑素类似物的设计
7. Local dynamical structure of indeterminacy points of rational mappings (Integrated Research on Complex Dynamics and its Related Fields) [O] . 篠原知子 2010

机译：有理映射的不确定性点的局部动力学结构（复杂动力学及其相关领域的集成研究）

Indeterminacy sets of rational maps and dimension of the invariant sets (Integrated Research on Complex Dynamics)

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