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Index – D

  • decomposition() (sage.modular.abvar.abvar.ModularAbelianVariety_abstract method)
    • (sage.modular.abvar.abvar.ModularAbelianVariety_modsym_abstract method)
    • (sage.modular.abvar.abvar_ambient_jacobian.ModAbVar_ambient_jacobian_class method)
  • degen_t() (sage.modular.abvar.abvar.ModularAbelianVariety_abstract method)
  • degeneracy_map() (sage.modular.abvar.abvar.ModularAbelianVariety_abstract method)
    • (sage.modular.abvar.abvar_ambient_jacobian.ModAbVar_ambient_jacobian_class method)
  • DegeneracyMap (class in sage.modular.abvar.morphism)
  • degree() (sage.modular.abvar.abvar.ModularAbelianVariety_abstract method)
  • dimension() (sage.modular.abvar.abvar.ModularAbelianVariety_abstract method)
    • (sage.modular.abvar.abvar.ModularAbelianVariety_modsym_abstract method)
    • (sage.modular.abvar.abvar_ambient_jacobian.ModAbVar_ambient_jacobian_class method)
  • direct_product() (sage.modular.abvar.abvar.ModularAbelianVariety_abstract method)
  • discriminant() (sage.modular.abvar.homspace.EndomorphismSubring method)
  • divisor_of_order() (sage.modular.abvar.torsion_subgroup.RationalTorsionSubgroup method)
  • dual() (sage.modular.abvar.abvar.ModularAbelianVariety_abstract method)

Index

A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | V | Z

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