Address:
Department of Mathematics
Faculty of Science and Technology
Tokyo University of Science
Noda, Chiba, 278-8510
Japan

E-mail: hirose_susumu(at)ma.noda.tus.ac.jp (Please change (at) into @)

• (with Iguchi Daiki, Eiko Kin and Yuya Koda) Goeritz groups of bridge decompositions, ArXiv
• Dehn twist presentations of finite group actions on the oriented surfaces of genus 3, preprint

• (with Eiko Kin) A construction of pseudo-Anosov braids with small normalized entropies, to appear in New York Journal of Mathematics (a)
• (with Eiko Kin) On hyperbolic surface bundles over the circle as branched double covers of the 3-sphere, Proceedings of A.M.S.148 (2020), 1805-1814 (a)
• Generators for the mapping class group of the nonorientable surface, Kodai Journal of Mathematics Volume 41, Number 1 (2018), 154--159 (a)
• (with Grzegorz Gromadzki and Blazej Szepietowski) On topological classification of finite cyclic actions on bordered surfaces, Nagoya Mathematical Journal Vol. 230, (2018), 102--143 (a)
• (with Eiko Kin) The asymptotic behavior of the minimal pseudo-Anosov dilatations in the hyperelliptic handlebody groups, The Quarterly Journal of Mathematics Vol.68, Issue 3,(2017),1035--1069 (a)
• (with Ryoma Kobayashi) A normal generating set for the Torelli group of a non-orientable closed surface, Fundamenta Mathematicae 238 (2017), 29--51 (a)
  
• (with Yasushi Kasahara) A uniqueness of periodic maps on surfaces, Journal of the Mathematical Society of Japan Volume 68, No.4 (2016), 1777--1787, (a)
  
• (with Masatoshi Sato) A minimal generating set of the level 2 mapping class group of a non-orientable surface, Mathematical Proceedings of the Cambridge Philosophical Society Volume 157, Issue 02, (2014), 345--355 (a)
  
• (with Yuusuke Nakashima) Seifert surfaces in open books, and pass moves on links, Journal of Knot Theory and Its Ramifications, Volume. 23, No. 4 (2014), 1450021 (a)
  
• (with Naoyuki Monden) Degree of roots of disk twists on 3-dimensional handlebodies, Geometriae Dedicata Vol. 164, Issue 1, (2013), 73--82
  
• Abelianization and Nielsen realization problem of the mapping class group of handlebody, Geometriae Dedicata Vol. 157, Issue 1, (2012), 217--225
  
• On diffeomorphisms over non-orientable surfaces standardly embedded in the 4-sphere, Algebraic & Geometric Topology 12 (2012) 109--130 (a)
  
• (with Akira Yasuhara) Regular homotopic deformation of compact surface with boundary and mapping class group, Journal of Knot Theory and Its Ramifications, Volume: 20, Issue:10 (2011), 1391--1396 (a)
  
• Pseudo-Anosov elements of mapping class groups of Heegaard surfaces of the 3-sphere, Kodai Journal of Mathematics, Vol. 34, No. 1 (2011), 132--139
  
• Realization of the mapping class group of handlebody by diffeomorphisms, Proceedings of A.M.S., 138 (2010), 4157-4159.
  
• Presentations of periodic maps on oriented closed surfaces of genera up to 4, Osaka Journal of Mathematics, Vol. 47, No.2 (2010), 385--421
  
• On periodic maps over surfaces with large periods, Tohoku Mathematical Journal, Vol. 62, No.1 (2010), 45--53
  
• (with Akira Yasuhara) Surfaces in 4-manifolds and their mapping class groups, Topology , Vol. 47, No.1 (2008), 41--50
  
• The action of the handlebody group on the first homology group of the surface,  Kyungpook Mathematical Journal, Vol. 46, No. 3 (2006)
  
• Surfaces in the complex projective plane and their mapping class groups, Algebraic and Geometric Topology, 5 (2005), paper no. 25, 577--613
  
• Some homological invariants of a mapping class group of a 3-dimensional handlebody, Tohoku Math. J. 55(2003) Issue 4, 543--549
  
• A four dimensional analogy of torus links, Topology and its applications 133 (2003) Issue 3, 199--207
  
• A complex of curves and a presentation for the mapping class group of a surface, Osaka J. of Math. , 39 (2002), 795--820
  
• Diffeomorphisms over surfaces trivially embedded in the 4-sphere, Algebraic and Geometric Topology, 2, (2002), 791--824
  
• Periodic automorphisms of surfaces and cobordism, Osaka J. Math. , 33 (1996), 709--728.
  
• On diffeomorphisms over T^2 knots, Proceedings of A.M.S., 119 (1993), 1009--1018
  
  

Proceedings

• Dehn twist presentations of finite group actions on oriented surfaces of genus 3, (Japanese) RIMS Kokyuroku 2060 (2018), 118--131
  
• On diffeomorphisms over non-orientable surfaces embedded in the 4-sphere, RIMS Kokyuroku 1766 (2011), 81--90
  
• Periodic homeomorphisms on surfaces and singular points of curves, RIMS Kokyuroku 1571 (2007), 139--148
  
• On diffeomorphisms over surfaces in the complex projective plane, RIMS Kokyuroku 1387 (2004), 118--124
  
• A homological analogy of a mapping class group of a 3-dimensional handlebody, RIMS Kokyuroku 1329 (2003), 156--162
  
• Mapping class group of 3-dimensional handlebodies and meridian disks, RIMS Kokyuroku 1104 (1999), 1--13
  
• Generators and relations for the mapping class group of a 3-dimensional handlebody of genus2, RIMS Kokyuroku 1022 (1997), 185--199
  
• Homeomorphisms of a 3-dimensional handlebody standardly embedded in S^3, Proceedings of Knots 96 (1997), 493--513.
  

Suevey article (refereed)

• Deformations of surfaces embedded in the 4-dimensional manifolds and their mapping class groups, Handbook of group actions. Vol. II, 271--295, Adv. Lect. Math. (ALM), 32, Int. Press, Somerville, MA, 2015.
  

Slides or resumes of some presentations

• Dehn twist presentations of finite group actions on the oriented surfaces of genus 4. The 16-th Symposium on Algebraic Curves, Yokohama, Japan, 2018 report
• Deformation of surfaces in 4-manifolds and mapping class groups. The 60-th Topology symposium, Osaka City University, 2013. A resume is downloadable from here (japanese)
• Abelianization and Nielsen realization problem of the mapping class group of handlebody. KIAS workshop on hyperbolic geometry and related topics, Korea Institute for Advanced Study, Seoul, Korea, 2010 slide (pdf)
• Periodic maps on surfaces and examples of Lefschetz fibrations. Hiroshima Topology Conference Four Dimensional Topology, Hiroshima Univ., 2006 slide (pdf)
  
• Presentation of mapping class group of surfaces. (9 pages in Japanese) Resume for Topology symposium, in Kagoshima University 24-27 July, 2000. (pdf)
  

articles unpublished

• Examples of non-minimal Lefschetz fibrations of genus 2 (July, 2006)(reference updated in 15 April, 2010) (pdf)
  
• A presentation for a mapping class group of a 3-dimensional handlebody (29 March, 1999) (revised in 31 March, 2000) (secondary revised in 8 February, 2001) (zip compressed ps)(pdf)
  
• A presentation for a mapping class group of a 3-dimensional handlebody of genus 2 (October, 1997)
  (zip compressed ps)