Hokuto Tanimoto

most citedHomology of relative trisection and its application

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.GT2023

A property of $γ$ curves derived from topology of relative trisected 4-manifolds

Hokuto Tanimoto

Any two $(g; 0, 0, k)$ -trisected closed 4-manifolds are related to each other by cutting and regluing in regard to $γ$ curves by an element of the Torelli group. Moreover, Lambert-…

math.GT2021★ 1 cited

Homology of relative trisection and its application

Hokuto Tanimoto

Feller, Klug, Schirmer and Zemke showed the homology and the intersection form of a closed trisected 4-manifold are described in terms of trisection diagram. In this paper, it is c…

A property of γ curves derived from topology of relative trisected 4-manifolds

Homology of relative trisection and its application

A property of $γ$ curves derived from topology of relative trisected 4-manifolds