Index – I ideal() (sage.rings.polynomial.plural.NCPolynomialRing_plural method) is_central() (sage.rings.polynomial.skew_polynomial_finite_order.SkewPolynomial_finite_order_dense method) is_constant() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) (sage.rings.polynomial.plural.NCPolynomial_plural method) is_exact() (sage.rings.polynomial.ore_function_field.OreFunctionField method) (sage.rings.polynomial.ore_polynomial_ring.OrePolynomialRing method) is_field() (sage.rings.polynomial.ore_function_field.OreFunctionField method) (sage.rings.polynomial.ore_polynomial_ring.OrePolynomialRing method) (sage.rings.polynomial.plural.NCPolynomialRing_plural method) is_finite() (sage.rings.polynomial.ore_function_field.OreFunctionField method) (sage.rings.polynomial.ore_polynomial_ring.OrePolynomialRing method) is_homogeneous() (sage.rings.polynomial.plural.NCPolynomial_plural method) is_irreducible() (sage.rings.polynomial.skew_polynomial_finite_field.SkewPolynomial_finite_field_dense method) is_left_divisible_by() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_monic() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_monomial() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) (sage.rings.polynomial.plural.NCPolynomial_plural method) is_nilpotent() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_one() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_right_divisible_by() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_sparse() (sage.rings.polynomial.ore_function_field.OreFunctionField method) (sage.rings.polynomial.ore_polynomial_ring.OrePolynomialRing method) is_term() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_unit() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_zero() (sage.rings.polynomial.ore_function_element.OreFunction method) (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) (sage.rings.polynomial.plural.NCPolynomial_plural method)
Index – I ideal() (sage.rings.polynomial.plural.NCPolynomialRing_plural method) is_central() (sage.rings.polynomial.skew_polynomial_finite_order.SkewPolynomial_finite_order_dense method) is_constant() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) (sage.rings.polynomial.plural.NCPolynomial_plural method) is_exact() (sage.rings.polynomial.ore_function_field.OreFunctionField method) (sage.rings.polynomial.ore_polynomial_ring.OrePolynomialRing method) is_field() (sage.rings.polynomial.ore_function_field.OreFunctionField method) (sage.rings.polynomial.ore_polynomial_ring.OrePolynomialRing method) (sage.rings.polynomial.plural.NCPolynomialRing_plural method) is_finite() (sage.rings.polynomial.ore_function_field.OreFunctionField method) (sage.rings.polynomial.ore_polynomial_ring.OrePolynomialRing method) is_homogeneous() (sage.rings.polynomial.plural.NCPolynomial_plural method) is_irreducible() (sage.rings.polynomial.skew_polynomial_finite_field.SkewPolynomial_finite_field_dense method) is_left_divisible_by() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_monic() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_monomial() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) (sage.rings.polynomial.plural.NCPolynomial_plural method) is_nilpotent() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_one() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_right_divisible_by() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_sparse() (sage.rings.polynomial.ore_function_field.OreFunctionField method) (sage.rings.polynomial.ore_polynomial_ring.OrePolynomialRing method) is_term() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_unit() (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) is_zero() (sage.rings.polynomial.ore_function_element.OreFunction method) (sage.rings.polynomial.ore_polynomial_element.OrePolynomial method) (sage.rings.polynomial.plural.NCPolynomial_plural method)