I have served as a committee member for the following M.S./Ph.D. thesis defenses. (★ = I am the chair of the committee.)
Ph.D.
FY2024
野下 剛★(NOSHITA Go),
Gauge Origami and BPS/CFT correspondence
(ゲージ折紙とBPS/CFT対応),物理学専攻
FY2023
小林健太,Elliptic genera of complete intersection Calabi–Yau
17-folds in F4-Grassmannians
(F4 型グラスマン多様体内の17 次元完全交叉カラビ・ヤウ多様
体の楕円種数),数理科学専攻
筒井勇樹,
Graded modules associated with permissible C∞-divisors on tropical manifolds(トロピカル多様体上の可容C∞ 因子に付随した次数付き加群),数理科学専攻
FY2021
Roland Bittelston,
Integrability from Chern-Simons Theories,
University of Cambridge
Matteo Sacchi,
Aspects of dualities and symmetry enhancements in three and four dimensions,
University of Milan-Bicocca
FY2020
中塚成徳★,
Feigin-Semikhatov conjecture and its applications
(Feigin-Semikhatov 予想とその応用),数理科学専攻
森𦚰湧登★,
Two-dimensional conformal field theory, current-current
deformation and mass formula
(二次元共形場理論のカレントカレント変形と重み公式),数理科学専攻
菅野 恵太(KANNO Keita),
Minkowski Flux Vacua on CM-type K3 ×K3 Orbifolds
and their Particle Physics Implications
(CM型 K3 ×K3 オービフォルド上のミンコフスキーフラックス真空解と素粒子物理への示唆),
物理学専攻
FY2016
Ilmar Gahramanov,
Superconformal indices, dualities and integrability,
Humboldt-Universität zu Berlin
M.S.
FY2024
福嶋 拓海(FUKUSHIMA Takumi),
Systematic approach to fractons and multipole conservation in generalized
gauge theory
(一般化ゲージ理論におけるフラクトンと多重極子保存への系統的アプローチ),物理学専攻
法橋 顕広(HOKKYO Akihiro),
Universal Upper Bound on Work Extractable from Quantum Many-Body Systems
(量子多体系から取り出せる仕事の普遍的上界),物理学専攻
FY2022
上村 宗一郎★,
On the volume conjectre for the quantum invariant of 3-manifolds based
on the Teichmüller TQFT
(Teichmüller TQFT に基づく3 次元多様体の量子不変量に関する体積予想について),
数理科学専攻