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Sage 9.7 Reference Manual

Home - Modular Forms

Creating Spaces of Modular Forms
Generic spaces of modular forms
Ambient Spaces of Modular Forms
Modular Forms with Character
Modular Forms for \(\Gamma_0(N)\) over \(\QQ\)
Modular Forms for \(\Gamma_1(N)\) and \(\Gamma_H(N)\) over \(\QQ\)
Modular Forms over a Non-minimal Base Ring
Submodules of spaces of modular forms
The Cuspidal Subspace
The Eisenstein Subspace
Eisenstein Series
Eisenstein Series (optimized compiled functions)
Elements of modular forms spaces
Hecke Operators on \(q\)-expansions
Numerical computation of newforms
The Victor Miller Basis
Compute spaces of half-integral weight modular forms
Graded rings of modular forms
q-expansion of j-invariant
q-expansions of Theta Series

Design Notes

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Index – D

decomposition() (sage.modular.modform.space.ModularFormsSpace method)
delta_lseries() (in module sage.modular.modform.element)
delta_qexp() (in module sage.modular.modform.vm_basis)
derivative() (sage.modular.modform.element.GradedModularFormElement method)
dimension() (sage.modular.modform.ambient.ModularFormsAmbient method)

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