Algebraic Relations among Extremal Lengths of Homology Classes on Compact Riemann Surfaces

Corrections to “Algebraic relations amon

Corrections to “Algebraic relations among extremal lengths of homology classes on compact Riemann surfaces”

✍ Makoto Masumoto 📂 Article 📅 2003 🏛 John Wiley and Sons 🌐 English ⚖ 52 KB

In [1], given a canonical decomposition H 1 (R) = G 1 +G 2 of the homology group of a compact Riemann surface R of genus 2, we have investigated the set ∆[G 1 , G 2 ] of the diagonal entries of period matrices associated with the decomposition. Theorem 1. the same hyperbolic radius, where Γ = P SL(