Trait abstalg::UnitaryRing

pub trait UnitaryRing: AbelianGroup + Monoid {
    fn int(&self, elem: isize) -> Self::Elem { ... }
}

A ring with an identity element (not necessarily commutative). Typical examples are the rings of rectangular matrices, integers and polynomials.

Provided Methods

fn int(&self, elem: isize) -> Self::Elem

Returns the integer multiple of the one element in the ring.

Implementors

impl UnitaryRing for Integers

impl UnitaryRing for TwoElementAlgebra

impl<A> UnitaryRing for MatrixRing<A> where
    A: Field, 

impl<A> UnitaryRing for PolynomialAlgebra<A> where
    A: UnitaryRing, 

impl<A> UnitaryRing for QuotientField<A> where
    A: EuclideanDomain, 

impl<A> UnitaryRing for QuotientRing<A> where
    A: EuclideanDomain, 

impl<A> UnitaryRing for ReducedFractions<A> where
    A: EuclideanDomain, 

impl<A> UnitaryRing for VectorAlgebra<A> where
    A: UnitaryRing, 

impl<E> UnitaryRing for ApproxFloats<E> where
    E: Float + Debug + Zero + One + From<isize>, 

impl<E> UnitaryRing for CheckedInts<E> where
    E: PrimInt + Signed + Debug + From<i8> + TryFrom<isize>,