Speaker: Akira Ohbuchi (Tokushima University) Title: Galois lines of Bring curve Abstract: Let $\pi_L :P^N\cdots \rightarrow P^n$ be a projection with center a linear space $L$. For a Riemann surface $C\subset P^N$, we condsider its restriction $\pi :C\rightarrow P^n$. $L$ is called Galois linear space when $\pi :C\righarrow \pi (C)$ is Galois covering. In this talk, we determine all Galois lines of Bring curve which is a space curve of genus 4 with an automorphism group of maximum order (i.e. order 120 and the group is isomorphic to 5-th symmetric group $S_5$) by using elementary method given by Breuer's book and Dixon's paper.