梶原 唯加, 金 英子, 柴山允瑠. Braids, metallic ratios and periodic solutions of the 2n-body problem. 2023. 337. 108640-108640
Eiko KIN, Hiroaki NAKAMURA, Hiroyuki OGAWA. Lissajous 3-braids. Journal of the Mathematical Society of Japan. 2022. -1. -1
Susumu Hirose, Daiki Iguchi, Eiko Kin, Yuya Koda. Goeritz Groups of Bridge Decompositions. International Mathematics Research Notices. 2021
廣瀬 進, 金 英子. A construction of pseudo-Anosov braids with small normalized entropies. 2020. 26. 562-597
金 英子, 廣瀬 進. On hyperbolic surface bundles over the circle as branched double covers of the 3-sphere. Proceedings of the American Mathematical Society. 2020. accepted
金 英子. Notes on pseudo-Anosovs with small dilatations coming from the magic 3-manifold. (Representation spaces, twisted topological invariants and geometric structures of 3-manifolds). 京都大学数理解析研究所講究録. 2013. 1836. 45-64
金 英子, 高沢 光彦. Bounds of minimal dilatation for pseudo-Anosovs and the magic 3-manifold. 京都大学数理解析研究所講究録. 2010. 1716. 99-106
森 義仁, 坂上 貴之, 金 英子. 流体運動中の化学反応の数理の構築に向けて(II) : 実験の側面 : An experiment of a global topological chaos by the blinking vortex system (非線形現象の実験解析と数理解析). 数理解析研究所講究録. 2005. 1453. 59-64
Entropy of pseudo-Anosov braids and fiber surfaces of hyperbolic 3-manifolds
(2008)
An asymptotic behavior of the dilatation for a family of pseudo-Anosov braids
(The Fourth East Asian School of Knots and Related Topics 2008)
Entropy of pseudo-Anosov braids and fiber surfaces of hyperbolic 3-manifolds
(The Fourth East Asian School of Knots and Related Topics 2008)
Infinitely many fiber structures and the entropy function on surface bundles over the circle
(Workshop on Topology and Geometry --- Braids and related topics --- 2008)
On the pseudo-Anosov braids which arise as monodromies of fiber surfaces for the 3 chain link complement
(Workshop on Topology and Geometry --- Braids and related topics --- 2008)
