- imag() (sage.rings.integer.Integer method)
- (sage.rings.rational.Rational method)
- int_to_Q (class in sage.rings.rational)
- int_to_Z (class in sage.rings.integer)
- Integer (class in sage.rings.integer)
- integer_ceil() (in module sage.arith.misc)
- integer_floor() (in module sage.arith.misc)
- integer_rational_power() (in module sage.rings.rational)
- IntegerRing() (in module sage.rings.integer_ring)
- IntegerRing_class (class in sage.rings.integer_ring)
- IntegerWrapper (class in sage.rings.integer)
- inverse_mod() (in module sage.arith.misc)
- (sage.rings.integer.Integer method)
- inverse_mod_int() (sage.rings.fast_arith.arith_int method)
- inverse_mod_longlong() (sage.rings.fast_arith.arith_llong method)
- inverse_of_unit() (sage.rings.integer.Integer method)
- is_absolute() (sage.rings.rational_field.RationalField method)
- is_exact() (sage.rings.contfrac.ContinuedFractionField method)
- is_field() (sage.rings.contfrac.ContinuedFractionField method)
- (sage.rings.integer_ring.IntegerRing_class method)
- (sage.rings.rational_field.RationalField method)
- is_finite() (sage.rings.contfrac.ContinuedFractionField method)
- (sage.rings.integer_ring.IntegerRing_class method)
- (sage.rings.rational_field.RationalField method)
- is_Integer() (in module sage.rings.integer)
- is_integer() (sage.rings.integer.Integer method)
- (sage.rings.rational.Rational method)
- is_IntegerRing() (in module sage.rings.integer_ring)
- is_integral() (sage.rings.integer.Integer method)
- (sage.rings.rational.Rational method)
- is_integrally_closed() (sage.rings.integer_ring.IntegerRing_class method)
- is_irreducible() (sage.rings.integer.Integer method)
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- is_noetherian() (sage.rings.integer_ring.IntegerRing_class method)
- is_norm() (sage.rings.integer.Integer method)
- (sage.rings.rational.Rational method)
- is_nth_power() (sage.rings.rational.Rational method)
- is_one() (sage.rings.integer.Integer method)
- (sage.rings.rational.Rational method)
- is_padic_square() (sage.rings.rational.Rational method)
- is_perfect_power() (sage.rings.integer.Integer method)
- (sage.rings.rational.Rational method)
- is_power_of() (sage.rings.integer.Integer method)
- is_power_of_two() (in module sage.arith.misc)
- is_prime() (in module sage.arith.misc)
- (sage.rings.integer.Integer method)
- is_prime_field() (sage.rings.rational_field.RationalField method)
- is_prime_power() (in module sage.arith.misc)
- (sage.rings.integer.Integer method)
- is_pseudoprime() (in module sage.arith.misc)
- (sage.rings.integer.Integer method)
- is_pseudoprime_power() (in module sage.arith.misc)
- (sage.rings.integer.Integer method)
- is_pseudoprime_small_power() (in module sage.arith.misc)
- is_Rational() (in module sage.rings.rational)
- is_RationalField() (in module sage.rings.rational_field)
- is_S_integral() (sage.rings.rational.Rational method)
- is_S_unit() (sage.rings.rational.Rational method)
- is_square() (in module sage.arith.misc)
- (sage.rings.integer.Integer method)
- (sage.rings.rational.Rational method)
- is_squarefree() (in module sage.arith.misc)
- (sage.rings.integer.Integer method)
- is_subring() (sage.rings.integer_ring.IntegerRing_class method)
- (sage.rings.rational_field.RationalField method)
- is_sum_of_two_squares_pyx() (in module sage.rings.sum_of_squares)
- is_unit() (sage.rings.integer.Integer method)
- isqrt() (sage.rings.integer.Integer method)
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