Currently the database contains all groups $G$ acting as automorphisms of curves $X$ from genus $2$ up to genus $15$ so that the quotient space $X/G$ is the Riemann sphere ($X/G$ has genus $0$).

## Browse automorphisms of higher genus curves

Hyperelliptic curves: by genus: 2 3 4 5 6 7 8 9 10 11 12 13 14 15

A random refined passport from the database.

## Find specific automorphisms of higher genus curves

 Search by label family or passport label, e.g. 2.12-4.0.2-2-2-3 or 3.168-42.0.2-3-7.2

## Search

 Genus: e.g. 4, or a range like 3..5 Group: e.g. [4,2] Signature: e.g. [0,2,3,3,6] or [0;2,3,8] Dimension of the family: e.g. 1, or a range like 0..2 Hyperelliptic curve(s): include exclude only Cyclic trigonal curve(s): include exclude only Full automorphism group: include exclude only Maximum number of families to display: