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Z
_
]
Z
Z
(in
sage.calculus.predefined
)
zeta()
(in
LocalGeneric
)
ZZ
(in
sage.graphs.chrompoly
)
z
(in
sage.calculus.predefined
)
zeta()
(in
pAdicExtensionGeneric
)
ZZ
(in
sage.groups.abelian_gps.dual_abelian_group
)
Z
(in
sage.modular.dims
)
zeta()
(in
pAdicGeneric
)
ZZ
(in
sage.groups.perm_gps.permgroup_element
)
Z
(in
sage.rings.integer_ring
)
zeta()
(in
PariRing
)
ZZ
(in
sage.libs.fplll.fplll
)
Z
(in
sage.schemes.generic.homset
)
zeta()
(in
AlgebraicField
)
ZZ
(in
sage.libs.ntl.ntl_ZZX
)
Z_to_Q
(in
sage.rings.rational
)
zeta()
(in
AlgebraicRealField
)
ZZ
(in
sage.matrix.matrix2
)
zbasis()
(in
Lattice_as_kernel
)
zeta()
(in
RationalField
)
ZZ
(in
sage.matrix.matrix_cyclo_dense
)
zech_log_bound
(in
sage.rings.finite_field
)
zeta()
(in
RealDoubleElement
)
ZZ
(in
sage.matrix.matrix_integer_2x2
)
zee()
(in
sage.combinat.sf.sfa
)
zeta()
(in
RealDoubleField_class
)
ZZ
(in
sage.matrix.matrix_integer_dense
)
zero
(in
sage.rings.padics.padic_ZZ_pX_element
)
zeta()
(in
RealIntervalField
)
ZZ
(in
sage.matrix.matrix_integer_sparse
)
zero
(in
sage.schemes.elliptic_curves.ell_modular_symbols
)
zeta()
(in
RealField
)
ZZ
(in
sage.matrix.matrix_rational_dense
)
zero()
(in
CombinatorialFreeModuleInterface
)
zeta()
(in
RealNumber
)
ZZ
(in
sage.matrix.matrix_rational_sparse
)
zero()
(in
sage.misc.functional
)
zeta()
(in
FiniteField
)
ZZ
(in
sage.matrix.misc
)
zero_constant
(in
sage.calculus.calculus
)
zeta()
(in
Ring
)
ZZ
(in
sage.modular.abvar.homspace
)
zero_element()
(in
CallableSymbolicExpressionRing_class
)
zeta_coefficients()
(in
NumberField_generic
)
ZZ
(in
sage.rings.extended_integer_ring
)
zero_element()
(in
LazyPowerSeriesRing
)
zeta_function()
(in
LinearCode
)
ZZ
(in
sage.rings.integer_ring
)
zero_element()
(in
Ring
)
zeta_function()
(in
NumberField_generic
)
ZZ
(in
sage.rings.number_field.number_field
)
zero_extend()
(in
sage.combinat.kshape
)
zeta_order()
(in
DirichletGroup_class
)
ZZ
(in
sage.rings.number_field.number_field_element
)
zero_ideal()
(in
Ring
)
zeta_order()
(in
NumberField_cyclotomic
)
ZZ
(in
sage.rings.number_field.number_field_ideal
)
zero_matrix()
(in
sage.matrix.constructor
)
zeta_order()
(in
NumberField_generic
)
ZZ
(in
sage.rings.padics.padic_ZZ_pX_FM_element
)
zero_matrix()
(in
MatrixSpace_generic
)
zeta_order()
(in
LocalGeneric
)
ZZ
(in
sage.rings.padics.padic_ring_capped_relative
)
zero_subgroup()
(in
ModularAbelianVariety_abstract
)
zeta_order()
(in
pAdicExtensionGeneric
)
ZZ
(in
sage.rings.polynomial.multi_polynomial_ring_generic
)
zero_submodule()
(in
HeckeModule_free_module
)
zeta_order()
(in
pAdicGeneric
)
ZZ
(in
sage.rings.polynomial.padics.polynomial_padic_capped_relative_dense
)
zero_submodule()
(in
FreeModule_generic_field
)
zeta_order()
(in
FiniteField
)
ZZ
(in
sage.rings.polynomial.polynomial_element
)
zero_submodule()
(in
FreeModule_generic_pid
)
zeta_order()
(in
Ring
)
ZZ
(in
sage.rings.polynomial.polynomial_integer_dense_flint
)
zero_subspace()
(in
FreeModule_generic_field
)
zeta_polynomial()
(in
LinearCode
)
ZZ
(in
sage.rings.polynomial.polynomial_integer_dense_ntl
)
zero_subvariety()
(in
ModularAbelianVariety_abstract
)
zeta_series()
(in
Scheme
)
ZZ
(in
sage.rings.polynomial.polynomial_modn_dense_ntl
)
zero_vector()
(in
FreeModule_generic
)
zeta_symmetric()
(in
sage.functions.transcendental
)
ZZ
(in
sage.rings.polynomial.real_roots
)
zero_ZZX
(in
sage.libs.ntl.ntl_ZZX
)
zeta_zeros()
(in
sage.databases.odlyzko
)
ZZ
(in
sage.rings.rational
)
zero_ZZX
(in
sage.rings.polynomial.polynomial_modn_dense_ntl
)
zeta_zeros()
(in
sage.databases.tables
)
ZZ
(in
sage.rings.rational_field
)
zeroes()
(in
sage.rings.polynomial.pbori
)
zip()
(in
AbstractFamily
)
ZZ
(in
sage.rings.residue_field
)
zeroesIn()
(in
BooleanPolynomial
)
znprimroot()
(in
sage.libs.pari.functional
)
zz_p_max
(in
sage.rings.polynomial.polynomial_modn_dense_ntl
)
zeros()
(in
LCalc
)
znprimroot()
(in
gen
)
ZZ_pContext_factory
(in
sage.libs.ntl.ntl_ZZ_pContext
)
zeros()
(in
Lseries_ell
)
ZonalPolynomials()
(in
sage.combinat.sf.jack
)
ZZ_pContext_factory
(in
sage.rings.padics.pow_computer_ext
)
zeros_in_interval()
(in
LCalc
)
Zp()
(in
sage.rings.padics.factory
)
zz_pContextDict
(in
sage.libs.ntl.ntl_lzz_pContext
)
zeros_in_interval()
(in
Lseries_ell
)
ZpCA()
(in
sage.rings.padics.factory
)
ZZ_pE()
(in
ntl_ZZ_pEContext_class
)
zeta()
(in
sage.functions.transcendental
)
ZpCR()
(in
sage.rings.padics.factory
)
ZZ_pEContextDict
(in
sage.libs.ntl.ntl_ZZ_pEContext
)
zeta()
(in
sage.libs.pari.functional
)
ZpFM()
(in
sage.rings.padics.factory
)
ZZ_pEX()
(in
ntl_ZZ_pEContext_class
)
zeta()
(in
gen
)
ZpL()
(in
sage.rings.padics.factory
)
ZZ_sage
(in
sage.libs.ntl.ntl_ZZ
)
zeta()
(in
DirichletGroup_class
)
Zq()
(in
sage.rings.padics.factory
)
ZZ_sage
(in
sage.libs.ntl.ntl_ZZ_p
)
zeta()
(in
ComplexDoubleElement
)
ZqCA()
(in
sage.rings.padics.factory
)
ZZ_sage
(in
sage.libs.ntl.ntl_ZZ_pContext
)
zeta()
(in
ComplexDoubleField_class
)
ZqCR()
(in
sage.rings.padics.factory
)
ZZ_sage
(in
sage.libs.ntl.ntl_ZZ_pE
)
zeta()
(in
ComplexField_class
)
ZqFM()
(in
sage.rings.padics.factory
)
ZZ_sage
(in
sage.libs.ntl.ntl_lzz_p
)
zeta()
(in
ComplexIntervalField_class
)
ZqL()
(in
sage.rings.padics.factory
)
ZZ_sage
(in
sage.libs.ntl.ntl_lzz_pX
)
zeta()
(in
ComplexNumber
)
ZWrap
(in
sage.databases.compressed_storage
)
ZZ_sage
(in
sage.rings.polynomial.polynomial_integer_dense_ntl
)
zeta()
(in
ExtendedIntegerRing_class
)
ZZ
(in
sage.all
)
ZZ_sage
(in
sage.rings.polynomial.polynomial_ring
)
zeta()
(in
IntegerRing_class
)
ZZ
(in
sage.coding.linear_code
)
ZZ_seed()
(in
randstate
)
zeta()
(in
IntervalRing
)
ZZ
(in
sage.combinat.expnums
)
ZZx
(in
sage.rings.number_field.totallyreal_data
)
zeta()
(in
NumberField_cyclotomic
)
ZZ
(in
sage.combinat.sf.classical
)
ZZX_x
(in
sage.rings.qqbar
)
zeta()
(in
NumberField_generic
)
ZZ
(in
sage.databases.sloane
)
zeta()
(in
Order
)
ZZ
(in
sage.ext.multi_modular
)
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