Index – I

Ideal() (in module sage.rings.ideal)
ideal() (sage.rings.quotient_ring.QuotientRing_nc method)
(sage.rings.ring.Field method)
(sage.rings.ring.Ring method)
Ideal_fractional (class in sage.rings.ideal)
Ideal_generic (class in sage.rings.ideal)
ideal_monoid() (sage.rings.ring.CommutativeRing method)
(sage.rings.ring.Ring method)
Ideal_nc (class in sage.rings.noncommutative_ideals)
Ideal_pid (class in sage.rings.ideal)
Ideal_principal (class in sage.rings.ideal)
IdealMonoid() (in module sage.rings.ideal_monoid)
IdealMonoid_c (class in sage.rings.ideal_monoid)
IdealMonoid_nc (class in sage.rings.noncommutative_ideals)
im_gens() (sage.rings.morphism.RingHomomorphism_im_gens method)
InfinityRing_class (class in sage.rings.infinity)
integral_closure() (sage.rings.ring.DedekindDomain method)
(sage.rings.ring.Field method)
IntegralDomain (class in sage.rings.ring)
inverse_image() (sage.rings.morphism.RingHomomorphism method)
is_commutative() (sage.rings.infinity.InfinityRing_class method)
(sage.rings.quotient_ring.QuotientRing_nc method)
(sage.rings.ring.CommutativeAlgebra method)
(sage.rings.ring.CommutativeRing method)
(sage.rings.ring.Ring method)
is_CommutativeAlgebra() (in module sage.rings.commutative_algebra)
is_CommutativeRing() (in module sage.rings.commutative_ring)
is_DedekindDomain() (in module sage.rings.dedekind_domain)
is_EuclideanDomain() (in module sage.rings.euclidean_domain)
is_exact() (sage.rings.fraction_field.FractionField_generic method)
(sage.rings.ring.Ring method)
is_field() (sage.rings.fraction_field.FractionField_generic method)
(sage.rings.quotient_ring.QuotientRing_nc method)
(sage.rings.ring.Field method)
(sage.rings.ring.IntegralDomain method)
(sage.rings.ring.Ring method)
is_finite() (sage.rings.fraction_field.FractionField_generic method)
(sage.rings.ring.Ring method)
is_FractionField() (in module sage.rings.fraction_field)
is_FractionFieldElement() (in module sage.rings.fraction_field_element)
is_Ideal() (in module sage.rings.ideal)
is_identity() (sage.rings.morphism.RingHomomorphism_from_base method)
is_Infinite() (in module sage.rings.infinity)
is_injective() (sage.rings.morphism.RingHomomorphism method)
is_integral() (sage.rings.fraction_field_element.FractionFieldElement_1poly_field method)
is_integral_domain() (sage.rings.quotient_ring.QuotientRing_nc method)
(sage.rings.ring.IntegralDomain method)
(sage.rings.ring.Ring method)
is_IntegralDomain() (in module sage.rings.integral_domain)
is_integrally_closed() (sage.rings.ring.DedekindDomain method)
(sage.rings.ring.Field method)
(sage.rings.ring.IntegralDomain method)
is_maximal() (sage.rings.ideal.Ideal_generic method)
(sage.rings.ideal.Ideal_pid method)
is_noetherian() (sage.rings.quotient_ring.QuotientRing_nc method)
(sage.rings.ring.DedekindDomain method)
(sage.rings.ring.Field method)
(sage.rings.ring.NoetherianRing method)
(sage.rings.ring.PrincipalIdealDomain method)
(sage.rings.ring.Ring method)
is_one() (sage.rings.fraction_field_element.FractionFieldElement method)
is_primary() (sage.rings.ideal.Ideal_generic method)
is_prime() (sage.rings.ideal.Ideal_generic method)
(sage.rings.ideal.Ideal_pid method)
is_prime_field() (sage.rings.ring.Ring method)
is_principal() (sage.rings.ideal.Ideal_generic method)
(sage.rings.ideal.Ideal_principal method)
is_PrincipalIdealDomain() (in module sage.rings.principal_ideal_domain)
is_QuotientRing() (in module sage.rings.quotient_ring)
is_Ring() (in module sage.rings.ring)
is_ring() (sage.rings.ring.Ring method)
is_RingHomomorphism() (in module sage.rings.morphism)
is_RingHomset() (in module sage.rings.homset)
is_square() (sage.rings.fraction_field_element.FractionFieldElement method)
is_subring() (sage.rings.ring.Ring method)
is_trivial() (sage.rings.ideal.Ideal_generic method)
is_unit() (sage.rings.quotient_ring_element.QuotientRingElement method)
is_zero() (sage.rings.fraction_field_element.FractionFieldElement method)
(sage.rings.infinity.InfinityRing_class method)
(sage.rings.morphism.RingHomomorphism method)