Trait core::cmp::Eq

1.0.0 · source ·
pub trait Eq: PartialEq<Self> {
    // Provided method
    fn assert_receiver_is_total_eq(&self) { ... }
}
Expand description

Trait for equality comparisons which are equivalence relations.

This means, that in addition to a == b and a != b being strict inverses, the equality must be (for all a, b and c):

  • reflexive: a == a;
  • symmetric: a == b implies b == a; and
  • transitive: a == b and b == c implies a == c.

This property cannot be checked by the compiler, and therefore Eq implies PartialEq, and has no extra methods.

Derivable

This trait can be used with #[derive]. When derived, because Eq has no extra methods, it is only informing the compiler that this is an equivalence relation rather than a partial equivalence relation. Note that the derive strategy requires all fields are Eq, which isn’t always desired.

How can I implement Eq?

If you cannot use the derive strategy, specify that your type implements Eq, which has no methods:

enum BookFormat { Paperback, Hardback, Ebook }
struct Book {
    isbn: i32,
    format: BookFormat,
}
impl PartialEq for Book {
    fn eq(&self, other: &Self) -> bool {
        self.isbn == other.isbn
    }
}
impl Eq for Book {}
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impl Eq for AsciiChar

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impl Eq for CharErrorKind

1.34.0 · source§

impl Eq for Infallible

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impl Eq for Which

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impl Eq for FromBytesWithNulErrorKind

1.28.0 · source§

impl Eq for core::fmt::Alignment

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impl Eq for core::fmt::rt::Alignment

1.7.0 · source§

impl Eq for IpAddr

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impl Eq for Ipv6MulticastScope

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impl Eq for AddrKind

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impl Eq for SocketAddr

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impl Eq for FloatErrorKind

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impl Eq for FpCategory

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impl Eq for IntErrorKind

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impl Eq for FullDecoded

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impl Eq for Sign

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impl Eq for AlignmentEnum16

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impl Eq for AlignmentEnum32

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impl Eq for AlignmentEnum64

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impl Eq for SearchStep

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impl Eq for core::sync::atomic::Ordering

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impl Eq for TryFromFloatSecsErrorKind

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impl Eq for core::cmp::Ordering

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impl Eq for bool

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impl Eq for char

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impl Eq for i8

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impl Eq for i16

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impl Eq for i32

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impl Eq for i64

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impl Eq for i128

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impl Eq for isize

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impl Eq for !

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impl Eq for str

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impl Eq for u8

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impl Eq for u16

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impl Eq for u32

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impl Eq for u64

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impl Eq for u128

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impl Eq for ()

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impl Eq for usize

1.28.0 · source§

impl Eq for Layout

1.50.0 · source§

impl Eq for LayoutError

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impl Eq for AllocError

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impl Eq for TypeId

1.34.0 · source§

impl Eq for CharTryFromError

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impl Eq for ParseCharError

1.9.0 · source§

impl Eq for DecodeUtf16Error

1.59.0 · source§

impl Eq for TryFromCharError

1.27.0 · source§

impl Eq for CpuidResult

Available on x86 or x86-64 only.
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impl Eq for CStr

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impl Eq for FromBytesUntilNulError

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impl Eq for FromBytesWithNulError

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impl Eq for Error

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impl Eq for PhantomPinned

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impl Eq for Assume

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impl Eq for Ipv4Addr

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impl Eq for Ipv6Addr

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impl Eq for AddrParseError

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impl Eq for SocketAddrV4

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impl Eq for SocketAddrV6

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impl Eq for Big32x40

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impl Eq for Big8x3

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impl Eq for BiasedFp

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impl Eq for Number

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impl Eq for ParseIntError

1.34.0 · source§

impl Eq for TryFromIntError

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impl Eq for Decoded

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impl Eq for NonZeroI8

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impl Eq for NonZeroI16

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impl Eq for NonZeroI32

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impl Eq for NonZeroI64

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impl Eq for NonZeroI128

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impl Eq for NonZeroIsize

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impl Eq for NonZeroU8

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impl Eq for NonZeroU16

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impl Eq for NonZeroU32

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impl Eq for NonZeroU64

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impl Eq for NonZeroU128

1.28.0 · source§

impl Eq for NonZeroUsize

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impl Eq for ParseFloatError

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impl Eq for IndexRange

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impl Eq for RangeFull

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impl Eq for core::ptr::alignment::Alignment

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impl Eq for ParseBoolError

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impl Eq for Utf8Error

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impl Eq for Duration

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impl Eq for Nanoseconds

1.66.0 · source§

impl Eq for TryFromFloatSecsError

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impl<'a> Eq for Part<'a>

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impl<'a> Eq for Location<'a>

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impl<'a> Eq for Utf8Chunk<'a>

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impl<A> Eq for &Awhere A: Eq + ?Sized,

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impl<A> Eq for &mut Awhere A: Eq + ?Sized,

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impl<A: Eq, Z: Eq, Y: Eq, X: Eq, W: Eq, V: Eq, U: Eq, T> Eq for (A, Z, Y, X, W, V, U, T)where T: ?Sized + Eq,

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impl<B: Eq, A: Eq, Z: Eq, Y: Eq, X: Eq, W: Eq, V: Eq, U: Eq, T> Eq for (B, A, Z, Y, X, W, V, U, T)where T: ?Sized + Eq,

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impl<B: Eq, C: Eq> Eq for ControlFlow<B, C>

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impl<C: Eq, B: Eq, A: Eq, Z: Eq, Y: Eq, X: Eq, W: Eq, V: Eq, U: Eq, T> Eq for (C, B, A, Z, Y, X, W, V, U, T)where T: ?Sized + Eq,

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impl<D: Eq, C: Eq, B: Eq, A: Eq, Z: Eq, Y: Eq, X: Eq, W: Eq, V: Eq, U: Eq, T> Eq for (D, C, B, A, Z, Y, X, W, V, U, T)where T: ?Sized + Eq,

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impl<Dyn: ?Sized> Eq for DynMetadata<Dyn>

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impl<E: Eq, D: Eq, C: Eq, B: Eq, A: Eq, Z: Eq, Y: Eq, X: Eq, W: Eq, V: Eq, U: Eq, T> Eq for (E, D, C, B, A, Z, Y, X, W, V, U, T)where T: ?Sized + Eq,

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impl<F: FnPtr> Eq for F

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impl<H> Eq for BuildHasherDefault<H>

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impl<Idx: Eq> Eq for Range<Idx>

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impl<Idx: Eq> Eq for RangeFrom<Idx>

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impl<Idx: Eq> Eq for RangeInclusive<Idx>

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impl<Idx: Eq> Eq for RangeTo<Idx>

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impl<Idx: Eq> Eq for RangeToInclusive<Idx>

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impl<P: Deref<Target: Eq>> Eq for Pin<P>

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impl<T> Eq for (T₁, T₂, …, Tₙ)where T: ?Sized + Eq,

This trait is implemented for tuples up to twelve items long.

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impl<T> Eq for Discriminant<T>

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impl<T, const LANES: usize> Eq for Mask<T, LANES>where T: MaskElement + Eq, LaneCount<LANES>: SupportedLaneCount,

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impl<T, const N: usize> Eq for Simd<T, N>where LaneCount<N>: SupportedLaneCount, T: SimdElement + Eq,

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impl<T: Eq + Copy> Eq for Cell<T>

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impl<T: Eq + ?Sized> Eq for ManuallyDrop<T>

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impl<T: Eq> Eq for Bound<T>

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impl<T: Eq> Eq for Option<T>

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impl<T: Eq> Eq for Poll<T>

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impl<T: Eq> Eq for [T]

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impl<T: Eq> Eq for OnceCell<T>

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impl<T: Eq> Eq for Saturating<T>

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impl<T: Eq> Eq for Wrapping<T>

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impl<T: Eq> Eq for Reverse<T>

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impl<T: Eq, E: Eq> Eq for Result<T, E>

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impl<T: Eq, const N: usize> Eq for [T; N]

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impl<T: ?Sized + Eq> Eq for RefCell<T>

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impl<T: ?Sized> Eq for *const T

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impl<T: ?Sized> Eq for *mut T

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impl<T: ?Sized> Eq for PhantomData<T>

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impl<T: ?Sized> Eq for NonNull<T>

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impl<U: Eq, T> Eq for (U, T)where T: ?Sized + Eq,

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impl<V: Eq, U: Eq, T> Eq for (V, U, T)where T: ?Sized + Eq,

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impl<W: Eq, V: Eq, U: Eq, T> Eq for (W, V, U, T)where T: ?Sized + Eq,

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impl<X: Eq, W: Eq, V: Eq, U: Eq, T> Eq for (X, W, V, U, T)where T: ?Sized + Eq,

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impl<Y: Eq, R: Eq> Eq for GeneratorState<Y, R>

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impl<Y: Eq, X: Eq, W: Eq, V: Eq, U: Eq, T> Eq for (Y, X, W, V, U, T)where T: ?Sized + Eq,

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impl<Z: Eq, Y: Eq, X: Eq, W: Eq, V: Eq, U: Eq, T> Eq for (Z, Y, X, W, V, U, T)where T: ?Sized + Eq,