(Last updated : 2021-03-10 13:16:07)

   Associate Professor (New rank system)

   Division of Arts and Sciences, College of Liberal Arts, International Christian University
   Natural Sciences, Graduate School of Arts and Sciences, International Christian University
■ Academic Background
1. 2001/09~2007/08 〔Doctoral course〕 Department of Mathematics and Statistics, Graduate School of arts and sciences, Boston University, Completed, Ph.D.
2. 1999/04~2001/03 〔Master degree program〕, Graduate School, Division of Natural Science, International Christian University, Completed, M.A.
3. 1996/04~1999/03 Division of Natural Sciences, Faculty of Liberal Arts, International Christian University, Advanced a year,
■ #Professional Background
1. 2015/04~2020/03 Junior Associate Professor, Okayama University of Science, Department of Applied Mathematics
2. 2013/03~2015/02 Visiting Professor, KAIST
3. 2011/09~2013/02 ASARC Postdoc, KAIST
4. 2008/07~2011/06 H.C.Wang Assistant Professor, Cornell University, Department of Mathematics
5. 2007/09~2008/05 Research Fellow, Max-Planck Institute for Mathematics
■ #Present Specialized Fields
Geometry, Algebra (Key Word:Geometry, Algebraic Topology, Representation Theory, Algebraic combinatorics: Schubert Calculus, Toric Topology, Symmetric functions, K-theory, Young Tableaux, Grassmannians, Flag varieties, Characteristic classes) 
■ #Books and Articles
1. Article Double Grothendieck Polynomials for Symplectic and Odd Orthogonal Grassmannians Journal of Algebra 546(15),pp.294-314 (Collaboration) 2020/03
2. Article A tableaux formula for double Grothendieck polynomials for 321 avoiding permutations Ann. Comb. 24(1),pp.55-67 (Single) 2020/01
3. Article Factorial Flagged Grothendieck polynomials the Proceedings of the conference ``An international festival in Schubert Calculus''  (Collaboration) 2020
4. Article Stability of Bott--Samelson Classes in Algebraic Cobordism the Proceedings of the conference ``An international festival in Schubert Calculus''  (Collaboration) 2020
5. Article Symplectic and odd orthogonal Pfaffian formulas for algebraic cobordism Pacific J. Math. 302(1),pp.97-118 (Collaboration) 2019/11
Display all(20)
■ #Academic Society Memberships
1. The Mathematical Society of Japan
■ #Research Topics, Funded Research, and Grants-in-Aid for Scientific Research
1. 2020/04~2024/03  Schubert calculus for isotropic Grassmannians  (Key Word : )
2. 2018/04~2021/03  Schubert calculus in quantum K theory  (Key Word : )
3. 2016/04~2021/03  K-theoretic Schubert Calculus for Grassmannians  (Key Word : )
■ #Websites
■ #Grants-in-aid for Scientific Research Researcher Number