T. Matsumoto

collaborators

2 papers

math.AG2025

Realization of symmetry of $A_{2}^{(1) *}$ -surfaces as transformations of logarithmic connections

Takafumi Matsumoto

An $A_{2}^{(1) *}$ -surface is a space of initial conditions of certain difference PainlevÃ© equations. $A_{2}^{(1) *}$ -surfaces are realized as the moduli spaces of parabolic logarithmic…

math.AG2024

Moduli space of rank three logarithmic connections on the projective line with three poles

Takafumi Matsumoto

In this paper, we describe the moduli space of rank three parabolic logarithmic connections on the projective line with three poles for any local exponents. In particular, we show…

Realization of symmetry of A2(1)∗​-surfaces as transformations of logarithmic connections

Moduli space of rank three logarithmic connections on the projective line with three poles

Realization of symmetry of $A_{2}^{(1) *}$ -surfaces as transformations of logarithmic connections