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Miscellaneous Modular-Form-Related Modules

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Sage 9.7 Reference Manual

Home - Miscellaneous Modular-Form-Related Modules

Dirichlet characters
The set \(\mathbb{P}^1(\QQ)\) of cusps
Dimensions of spaces of modular forms
Conjectural slopes of Hecke polynomials
Local components of modular forms
Smooth characters of \(p\)-adic fields
Type spaces of newforms
Helper functions for local components
Eta-products on modular curves \(X_0(N)\)
The space of \(p\)-adic weights
Overconvergent \(p\)-adic modular forms for small primes
Atkin/Hecke series for overconvergent modular forms
Module of Supersingular Points
Brandt Modules
The set \(\mathbb{P}^1(K)\) of cusps of a number field \(K\)
Hypergeometric motives
Algebra of motivic multiple zeta values

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Index – Z

zero() (sage.modular.cusps_nf.NFCuspsSpace method)
- (sage.modular.overconvergent.genus0.OverconvergentModularFormsSpace method)
- (sage.modular.overconvergent.weightspace.WeightSpace_class method)
zeta() (sage.modular.dirichlet.DirichletGroup_class method)
zeta_order() (sage.modular.dirichlet.DirichletGroup_class method)
zigzag() (sage.modular.hypergeometric_motive.HypergeometricData method)

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