Codex Wiki
OurBigBook.com
Site
Source code
Riemann-Roch theorem
Home
Mathematics
Area of mathematics
Geometry and topology
Algebraic geometry
Divisor on an algebraic curve
OurBigBook.com
Words: 145
Articles: 5
For a smooth projective curve of genus
g
and a canonical divisor
K
,
ℓ
(
D
)
−
ℓ
(
K
−
D
)
=
de
g
D
+
1
−
g
.
(50)
Table of contents
145
5
Canonical divisor
Riemann-Roch theorem
129
4
Canonical divisor of the projective line
Canonical divisor
44
Genus of a smooth plane curve
Canonical divisor
26
1
Smooth plane quartic
Genus of a smooth plane curve
16
Canonical map
Canonical divisor
35
Ancestors
(6)
Divisor on an algebraic curve
Algebraic geometry
Geometry and topology
Area of mathematics
Mathematics
Home
Incoming links
(7)
Solution
Solution
Solution
Solution
Solution
Solution
Solution