Trait LinearMap

pub trait LinearMap<S, V, W>: Mul<V, Output = W> + Copy
where
    S: Ring,
    V: Module<S>,
    W: Module<S>,
{
    // Required methods
    fn determinant(self) -> S;
    fn transpose(self) -> Self;
}

Module homomorphism

Required Methods

fn determinant(self) -> S

fn transpose(self) -> Self

Dyn Compatibility

This trait is not dyn compatible.

In older versions of Rust, dyn compatibility was called "object safety", so this trait is not object safe.

Implementations on Foreign Types

impl LinearMap<f32, f32, f32> for f32

fn determinant(self) -> Self

fn transpose(self) -> Self

impl LinearMap<f64, f64, f64> for f64

fn determinant(self) -> Self

fn transpose(self) -> Self

impl<U> LinearMap<FixedI8<U>, FixedI8<U>, FixedI8<U>> for FixedI8<U>

where U: Unsigned + IsLessOrEqual<U6, Output = True> + IsLessOrEqual<U5, Output = True> + LtU8,

fn determinant(self) -> Self

fn transpose(self) -> Self

impl<U> LinearMap<FixedI16<U>, FixedI16<U>, FixedI16<U>> for FixedI16<U>

where U: Unsigned + IsLessOrEqual<U14, Output = True> + IsLessOrEqual<U13, Output = True> + LtU16,

fn determinant(self) -> Self

fn transpose(self) -> Self

impl<U> LinearMap<FixedI32<U>, FixedI32<U>, FixedI32<U>> for FixedI32<U>

where U: Unsigned + IsLessOrEqual<U30, Output = True> + IsLessOrEqual<U29, Output = True> + LtU32,

fn determinant(self) -> Self

fn transpose(self) -> Self

impl<U> LinearMap<FixedI64<U>, FixedI64<U>, FixedI64<U>> for FixedI64<U>

where U: Unsigned + IsLessOrEqual<U62, Output = True> + IsLessOrEqual<U61, Output = True> + LtU64,

fn determinant(self) -> Self

fn transpose(self) -> Self

Implementors

impl<S, U, V> LinearMap<S, Displacement2<S, U>, Displacement2<S, V>> for Transform2<S, U, V>

where S: Ring,

impl<S, U, V> LinearMap<S, Displacement3<S, U>, Displacement3<S, V>> for Transform3<S, U, V>

where S: Ring,

impl<S, U, V> LinearMap<S, Displacement4<S, U>, Displacement4<S, V>> for Transform4<S, U, V>

where S: Ring,

impl<S: Ring> LinearMap<S, Vec2<S>, Vec2<S>> for Matrix2<S>

impl<S: Ring> LinearMap<S, Vec3<S>, Vec3<S>> for Matrix3<S>

impl<S: Ring> LinearMap<S, Vec4<S>, Vec4<S>> for Matrix4<S>