OurBigBook.comSite Source code

Hyperelliptic curve

A hyperelliptic curve of genus at least two admits a degree-two map to

P^{1}

and can be represented in characteristic other than two by an equation

y^{2} = f (x)

with

f

square-free.

Table of contents 165 4
- Even-degree hyperelliptic model Hyperelliptic curve 134 3
  - Compactification of y squared equals x to the eighth minus one Even-degree hyperelliptic model 48
  - Canonical divisor of an even-degree hyperelliptic curve Even-degree hyperelliptic model 64 1
    - Canonical map of a hyperelliptic curve Canonical divisor of an even-degree hyperelliptic curve 28

 Ancestors (5)

 Incoming links (1)

Solution