H. Shiga

activity

20002020

most citedGeometric interpretation of Hermitian modular forms via Burkhardt invariants

6 citations · 10 across the 4 of their papers we have counts for

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2 papers · 1 filter

math.AG2020

On Kummer-like surfaces attached to singularity and modular forms

Atsuhira Nagano, Hironori Shiga

We study a family of lattice polarized $K 3$ surfaces which is an extension of the family of Kummer surfaces derived from principally polarized Abelian surfaces. Our family has two…

math.AG2000

Study on the family of K3 surfaces induced from the lattice $(D_4)^3 \oplus < -2 > \oplus < 2 >

K Koike, H Shiga, N Takayama +1

Let us consider the rank 14 lattice $P = D_{4}^{3} \oplus < - 2 > \oplus < 2 >$ . We define a K3 surface S of type P with the property that $P \subset Pic (S)$ , where $Pic (S)$ ind…