INOU Hiroyuki

J-GLOBAL         Last updated: Jun 17, 2019 at 16:46
INOU Hiroyuki
Kyoto University
Graduate School of Science, Division of Mathematics, Graduate School of Science Department of Mathematics Faculty of Science
Job title
Master (Science)(Kyoto University), Doctor (Science)(Kyoto University)

Research Areas


Published Papers

Hiroyuki Inou, Sabyasachi Mukherjee
Mathematische Annalen      Apr 2019   [Refereed]
Hiroyuki Inou
Experimental Mathematics   1   Jan 2018   [Refereed]
Hiroyuki Inou, Sabyasachi Mukherjee
Inventiones mathematicae   204(3) 869   Oct 2015   [Refereed]
Hiroyuki Inou
Transactions of the American Mathematical Society   363(01) 331   Jan 2011   [Refereed]
Ergodic Theory and Dynamical Systems   26(04) 1087   Jul 2006   [Refereed]
Hiroyuki Inou
Journal of Mathematics of Kyoto University   42(2) 351-392   Oct 2002   [Refereed]
Rigidity of infinitely renormalizable polynomials of higher degree (Comprehensive Research on Complex Dynamical Systems and Related Fields)
稲生 啓行
数理解析研究所講究録   1153 59-74   May 2000
Rigidity of infinitely renormalizable polynomials of higher degree (Studies on complex dynamics and related topics)
稲生 啓行
数理解析研究所講究録   1220 63-77   Jul 2001
H. Inou
Nonlinearity   19(8) 1769-1799   Jul 2006   [Refereed]
Surgery construction of renormalizable polynomials (Complex dynamics and related fields)
稲生 啓行
数理解析研究所講究録   1269 12-23   Jun 2002
Renormalization for N ear-Parabolic Fxied Points of Holomorphic Maps
稲生 啓行, 宍倉 光広
研究集会 「繰り込み群の数理科学に於ける応用」(Applications Renormalization Group Methods in Mathematical Sciences), 9 月7 日      2005   [Refereed]
H. Inou; J. Kiwi
Advances in Mathematics   231(5) 2666-2733   2012   [Refereed]
H. Inou
Ergodic Theory and Dynamical Systems   26 1087-1113   Aug 2006   [Refereed]
H. Inou
Transactions of the American Mathematical Society   363(1) 331-343   2011   [Refereed]


Hiroyuki Inou, Sabyasachi Mukherjee
   May 2016
Multicorns are the connectedness loci of unicritical antiholomorphic
polynomials. Numerical experiments show that `baby multicorns' appear in
multicorns, and in parameter spaces of various other families of rational maps.
The principal aim of this...
Hiroyuki Inou
   Mar 2009
We continue the study of straightening maps for the family of polynomials of
degree Tex. The notion of straightening map is originally introduced by
Douady and Hubbard to study relationship between polynomial-like
renormalizations and self-s...

Research Grants & Projects

Study on the parameter space of dynamics of polynomials
Project Year: 2000