A |
modcurve.rank
Analytic rank
|
C |
modcurve.canonical_field
Canonical field of definition of a modular curve
modcurve.cm_discriminants
CM points
modcurve.contains_negative_one
Contains $-I$
modcurve.cusp_orbits
Cusp orbits
modcurve.cusp_widths
Cusp widths
modcurve.cusps
Cusps of a modular curve
|
D |
modcurve.point_degree
Degree of a point on a modular curve
|
E |
modcurve.elliptic_curve_of_point
Elliptic curve associated to a rational point
modcurve.elliptic_points
Elliptic points
modcurve.embedded_model
Embedded model
|
F |
modcurve.fiber_product
Fiber product
|
G |
modcurve.gassmann_class
Gassmann class
modcurve.genus
Genus of a modular curve
modcurve.genus_minus_rank
Genus-rank difference
modcurve.components
Geometric components of a modular curve
|
I |
modcurve.index
Index of a modular curve
modcurve.relative_index
Index of a modular map
modcurve.invariants
Invariants of a modular curve
modcurve.decomposition
Isogeny decomposition of the Jacobian of a modular curve
modcurve.isolated_point
Isolated point on a modular curve
|
K |
modcurve.known_points
Known points
|
L |
modcurve.label
Label of a modular curve
modcurve.search_input
Label search
modcurve.level
Level of a modular curve
modcurve.level_structure
Level structure of a modular curve
modcurve.local_obstruction
Local obstruction
|
M |
modcurve.modular_cover
Modular cover
modcurve
Modular curve
modcurve.xn
Modular curve $X(N)$
modcurve.model
Modular curve models
|
N |
modcurve.newform_level
Newform level of a modular form
modcurve.nonrational_point
Non rational low degree point
modcurve.models
Number of models
|
O |
modcurve.other_labels
Other labels for modular curves
|
P |
modcurve.plane_model
Plane model
|
Q |
modcurve.quadratic_refinements
Quadratic refinements
|
R |
modcurve.rational_points
Rational points on a modular curve
|
S |
modcurve.simple
Simple modular curve
modcurve.name
Standard modular curves
modcurve.standard
Standard modular curves
|
? |
modcurve.psl2index
$\PSL_2$-index
modcurve.sl2level
$\SL_2$-level
modcurve.j_invariant_map
$j$-invariant map
modcurve.gonality
$K$-gonality of a modular curve
modcurve.xfull
$X(N)$
modcurve.x0
$X_0(N)$
modcurve.x1mn
$X_1(M,MN)$
modcurve.x1
$X_1(N)$
modcurve.xsym
$X_{\mathrm{sym}}(N)$
modcurve.xpm1
$X_{\pm 1}(N)$
modcurve.xpm1mn
$X_{\pm1}(M,MN)$
modcurve.xns
$X_{\text{ns}}(N)$
modcurve.xns_plus
$X_{\text{ns}}^+(N)$
modcurve.xsp
$X_{\text{sp}}(N)$
modcurve.xsp_plus
$X_{\text{sp}}^+(N)$
modcurve.xs4
$X_{S_4}(\ell)$
|