Smoothness of hairs for some entire functions (Dynamical Systems : Theories to Applications and Applications to Theories)
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関連論文
- Smoothness of hairs for some entire functions (Dynamical Systems : Theories to Applications and Applications to Theories)
- Combinatorial representation of irrational rotations and invariant sets around irrationally indifferent fixed points (Dynamical Systems : with Hyperbolicity and with Large Freedom)
- Parabolic renormalization and its consequences (複素力学系とその周辺)
- CONSTRUCTION OF DOUBLY-CONNECTED WANDERING DOMAINS (Complex Dynamics)
- RENORMALIZATION IN COMPLEX DYNAMICS (Applications of Renormalization Group Methods in Mathematical Sciences)
- A NEW TREE ASSOCIATED WITH HERMAN RINGS (Complex dynamics and related fields)
- Rigidity of quadratic polynomials (Complex dynamics and related fields)
- 複素力学系とくりこみ (繰り込み群の数理科学での応用)
- 複素力学系と tree 上の区分的線型写像(複素解析と複素幾何)
- CONFIGURATION OF HERMAN RINGS AND DYNAMICAL SYSTEMS ON TREES(Fractals and Related Topics)
- SURGERY OF COMPLEX ANALYTIC DYNAMICAL SYSTEMS
- Smoothness of hairs for some transcendental entire functions (Research on Complex Dynamics and Related Fields)
- Some properties of Julia sets of transcendental entire functions with multiply-connected wandering domains (Complex Dynamics and Related Topics)
- Some properties of Julia sets of semi-hyperbolic entire functions (複素力学系とその周辺)
- Semi-hyperbolicity of entire functions(Complex Dynamics and its Related Fields)
- Dynamics of structurally finite transcendental entire functions (Studies on complex dynamics and related topics)
- Euclidean Isometries of Julia Sets of Entire Functions (Research on Complex Dynamical Systems : where it is and where it is going)
- Uniformization of unbounded invariant Fatou components of transcendental entire functions (Problems on complex dynamical systems)
- On the Local Connectivity of the Boundary of Unbounded Periodic Fatou Components of Transcendental Functions
- On the Boundary of unbounded invariant Fatou Components of Entire Functions(Complex Dynamics and Related Problems)