Properties

 Label 14.1092-25.0.2-3-7 Genus $$14$$ Quotient genus $$0$$ Group $$\PSL(2,13)$$ Signature $$[ 0; 2, 3, 7 ]$$

This is the curve of genus 14 with the largest possible automorphism group, achieving the Hurwitz bound.

Family Information

 Genus: $14$ Dimension of the family: $0$

Cover

 Quotient genus: $0$ Number of branch points: $3$ Signature: $[ 0; 2, 3, 7 ]$

Group

 Name: $\PSL(2,13)$ Identifier: $[1092,25]$

Conjugacy class(es) of Refined passports

Refined passport label Lists of conjugacy classes
14.1092-25.0.2-3-7.1 2, 3, 5
14.1092-25.0.2-3-7.2 2, 3, 6
14.1092-25.0.2-3-7.3 2, 3, 7