### Articles

- On Convergence of Stringy Motives of Wild $p^n$-Cyclic Quotient Singularities,
Communications in Algebra,
(2022),
arXiv:2101.06971 [math.AG]
- The Wild McKay Correspondence for Cyclic Groups of Prime Power Order,
joint work with Takehiko Yasuda,
Illinois Journal of Mathematics,
(2021),
arXiv:2006.12048 [math.AG]

### Others

- Stringy Motives via the wild $p^{n}$-cyclic McKay correspondence,
"The 17th Mathematics Conference for Young Researchers",
Department of Mathematics, Hokkaido University, Sapporo, Japan, Mar. 03, 2021, poster.
- The wild McKay correspondence for $\mathbb{Z} / p^{n} \mathbb{Z}$ and its application,
"The McKay correspondence, mutation and related topics",
Kavli IPMU, Kashiwa, Japan, Jul. 17, 2020, poster, file.