2003-2007: Rikkyo University, Department of Mathematics (Bachelor Programme)
April 2007-March 2009: Nagoya University, Graduate School of Mathematics (Master Programme)
April 2009-March 2012: Tokyo Metropolitan University, Graduate School of Science and Engineering, Major in Mathematics and Information sciences (Doctoral Programme)
2007–2012: Teaching Assistant at Nagoya University (2007-2009) and Tokyo Metropolitan University (2009-2012)
2012/2013–Present: Visiting Researcher at Tokyo Metropolitan University and Osaka City University
2012-2019: Part-time lecturer at Kanagawa Institute of Technology, Saitama University, Tokyo Metropolitan University, International Christian University, Waseda University, Rikkyo University, Keio University
 Correspondence among families of Gorenstein K3 surfaces in certain Q-Fano 3-folds, Dissertation, Tokyo Metropolitan University, (25 March 2012).
 (with M. KOBAYASHI) Isomorphism among families of weighted K3 hypersurfaces, Tokyo J. Math., vol.35, No.2, pp.461–467 (2012).
 (with M. KOBAYASHI and K. UEDA) A note on exceptional unimodal singularities and K3 surfaces, International Mathematics Research Notices 2013; 2013:1665-1690, 28 March 2013 (doi: 10.1093/imrn/rns098). Published online at imrn.oxfordjournals.org on 13 March 2012.
 Families of K3 surfaces in smooth Fano 3-folds, Commentarii Mathematici Univ. St. Pauli, vol. 61, No.2, pp.103–114 (2012).
 Families of K3 surfaces in smooth Fano 3-folds with Picard number 2, Vietnam Journal of Mathematics, vol.42, No.3, pp.295–304 (2014).
 (with K. UEDA) A note on bimodal singularities and mirror symmetry, Manuscripta Math., published online on 31 August 2014, vol.146, Issue 1–2, pp.153–177 (2015), DOI 10.1007/s00229-014-0693-7.
 A mirror duality for families of K3 surfaces associated to bimodular singularities, Manuscripta Math., published online on 26 September 2015, vol. 149, Issue 3–4, pp.389–404 (2016), DOI 10.1007/s00229-015-0788-9.
 (with M.-J. BERTIN, A. GARBAGNATI, R. HORTSCH, O. LECACHEUX, C. SALGADO, and U. WHITCHER) Classifications of elliptic fibrations of a singular K3 surface, in Women in Numbers Europe Research Directions in Number Theory, Association for Women in Mathematics Series vol. 2, M.-J. Bertin, A. Bucur, B. Feigon, L.Schneps eds, pp.17–50, Springer 2015.
 Polytope duality for families of K3 surfaces associated to transpose duality, Commentarii Math. St. Pauli., vol. 65, No.2, pp.131–139 (2016).
 Lattice duality for families of K3 surfaces associated to transpose duality, Manuscripta Math., published online on 10 April 2017, vol. 155, Issue 1–2, pp.61–76 (2018), DOI 10.1007/s00229-017-0936-5.
 Families of K3 surfaces and curves of (2, 3)-torus type, Kodai Math. J., vol. 42, pp.409-430 (2019).
 (with J. KOMEDA) Curves on weighted K3 surfaces of degree two with symmetric Weierstrass semigroups, to appear in Tsukuba J. Math..
 (with C. HERTLING) The integral monodromy of isolated quasihomogeneous singularities. Accepted for publication in the journal Algebra and Number Theory. Preprint version arXiv:2009.08053v1, 84 pages, 2020.
 Polytope duality for families of K3 surfaces associated to singularities Q16 and S16, arXiv:1910.10600v1, 5 pages, 2019.
 Lattice duality for coupling pairs admitting polytope duality with trivial toric contribution, arXiv:1910.10943v1, 23 pages, 2019.
 (with C. HERTLING) The integral monodromy of the cycle type singularities. arXiv:2009.07533v1, 38 pages, 2020.
 (with C. HERTLING) The combinatorics of weight systems and characterictic polynomials of isolated quasihomogeneous singularities, arXiv:2108.02295v1, 25 pages, 2021.