Yota Maeda

collaborators

2 papers

math.NT2025

Finiteness of Free Algebras of Modular Forms on Unitary Groups

Yota Maeda, Kazuma Ohara

Classical results on the classification of reflections in an arithmetic subgroup $I^$ imply that if the graded algebra of modular forms $M_{*} (I^)$ is freely generated, then $I^$ mus…

math.AG2025

Revisiting the moduli space of 8 points on $P^{1}$

Klaus Hulek, Yota Maeda

The moduli space of $8$ points on $P^{1}$ , a so-called ancestral Deligne-Mostow space, is, by work of KondÅ, also a moduli space of K3 surfaces. We prove that the Deligne-M…

Finiteness of Free Algebras of Modular Forms on Unitary Groups

Revisiting the moduli space of 8 points on P1

Revisiting the moduli space of 8 points on $P^{1}$