Description
This function computes the cotangent sheaf of the projective variety
X.
As an example we verify Gauss-Bonnet's theorem on a plane quartic curve:
i1 : X=Proj(QQ[x,y,z]/(x^4+y^4+z^4))
o1 = X
o1 : ProjectiveVariety
|
i2 : genus(X)
o2 = 3
|
i3 : omega = cotangentSheaf(X)
1
o3 = OO (1)
X
o3 : coherent sheaf on X, free of rank 1
|
i4 : degree omega
o4 = 4
|