Ryo Matsuda

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math.CV2026

An Orlicz variational formula for David-type Beltrami equations

Ryo Matsuda

Let $U ⋐ C$ be fixed, $Φ (s) = e^{s} - s - 1$ , $F (ν) = \frac{ν}{2 + ∣ ν ∣}$ , and let $f^{F (ν)}$ denote the principal solution of the corresponding Beltrami equation. The id…

math.CV2022

Construction of geodesics on Teichmüller spaces of Riemann surfaces with $Z$ action

Ryo Matsuda

Teichmüller space $Teich (R)$ of a Riemann surface $R$ is a deformation space of $R$ . In this paper, we prove a sufficient condition for extremality of the Beltrami coeffic…

An Orlicz variational formula for David-type Beltrami equations

Construction of geodesics on Teichmüller spaces of Riemann surfaces with Z action

Construction of geodesics on Teichmüller spaces of Riemann surfaces with $Z$ action