Mojo struct
Int
@register_passable(trivial)
struct Int
This type represents an integer value.
Aliases
MAX = int[::Intable](SIMD(max_or_inf[::DType]()))
: Returns the maximum integer value.MIN = int[::Intable](SIMD(min_or_neg_inf[::DType]()))
: Returns the minimum value of type.
Fields
- value (
index
): The underlying storage for the integer value.
Implemented traits
Absable
,
AnyType
,
Boolable
,
CeilDivable
,
Ceilable
,
CollectionElement
,
Comparable
,
ComparableCollectionElement
,
Copyable
,
EqualityComparable
,
EqualityComparableCollectionElement
,
Floorable
,
Hashable
,
ImplicitlyBoolable
,
Indexer
,
IntLike
,
Intable
,
KeyElement
,
Movable
,
Powable
,
Representable
,
Roundable
,
Stringable
,
Truncable
,
UnknownDestructibility
,
Writable
,
_CurlyEntryFormattable
,
_HashableWithHasher
Methods
__init__
__init__(out self)
Default constructor that produces zero.
__init__(out self, *, other: Self)
Explicitly copy the provided value.
Args:
- other (
Self
): The value to copy.
@implicit
__init__(out self, value: IntLiteral)
Construct Int from the given IntLiteral value.
Args:
- value (
IntLiteral
): The init value.
@implicit
__init__[IndexerTy: Indexer](out self, value: IndexerTy)
Construct Int from the given Indexer value.
Parameters:
- IndexerTy (
Indexer
): A type conforming to Indexer.
Args:
- value (
IndexerTy
): The init value.
@implicit
__init__(out self, value: UInt)
Construct Int from the given UInt value.
Args:
- value (
UInt
): The init value.
__bool__
__bool__(self) -> Bool
Convert this Int to Bool.
Returns:
False Bool value if the value is equal to 0 and True otherwise.
__neg__
__neg__(self) -> Self
Return -self.
Returns:
The -self value.
__pos__
__pos__(self) -> Self
Return +self.
Returns:
The +self value.
__invert__
__invert__(self) -> Self
Return ~self.
Returns:
The ~self value.
__lt__
__lt__(self, rhs: Self) -> Bool
Compare this Int to the RHS using LT comparison.
Args:
- rhs (
Self
): The other Int to compare against.
Returns:
True if this Int is less-than the RHS Int and False otherwise.
__le__
__le__(self, rhs: Self) -> Bool
Compare this Int to the RHS using LE comparison.
Args:
- rhs (
Self
): The other Int to compare against.
Returns:
True if this Int is less-or-equal than the RHS Int and False otherwise.
__eq__
__eq__(self, rhs: Self) -> Bool
Compare this Int to the RHS using EQ comparison.
Args:
- rhs (
Self
): The other Int to compare against.
Returns:
True if this Int is equal to the RHS Int and False otherwise.
__ne__
__ne__(self, rhs: Self) -> Bool
Compare this Int to the RHS using NE comparison.
Args:
- rhs (
Self
): The other Int to compare against.
Returns:
True if this Int is non-equal to the RHS Int and False otherwise.
__gt__
__gt__(self, rhs: Self) -> Bool
Compare this Int to the RHS using GT comparison.
Args:
- rhs (
Self
): The other Int to compare against.
Returns:
True if this Int is greater-than the RHS Int and False otherwise.
__ge__
__ge__(self, rhs: Self) -> Bool
Compare this Int to the RHS using GE comparison.
Args:
- rhs (
Self
): The other Int to compare against.
Returns:
True if this Int is greater-or-equal than the RHS Int and False otherwise.
__add__
__add__(self, rhs: Self) -> Self
Return self + rhs
.
Args:
- rhs (
Self
): The value to add.
Returns:
self + rhs
value.
__sub__
__sub__(self, rhs: Self) -> Self
Return self - rhs
.
Args:
- rhs (
Self
): The value to subtract.
Returns:
self - rhs
value.
__mul__
__mul__(self, rhs: Self) -> Self
Return self * rhs
.
Args:
- rhs (
Self
): The value to multiply with.
Returns:
self * rhs
value.
__truediv__
__truediv__(self, rhs: Self) -> SIMD[float64, 1]
Return the floating point division of self
and rhs
.
Args:
- rhs (
Self
): The value to divide on.
Returns:
float(self)/float(rhs)
value.
__floordiv__
__floordiv__(self, rhs: Self) -> Self
Return the division of self
and rhs
rounded down to the nearest integer.
Args:
- rhs (
Self
): The value to divide on.
Returns:
floor(self/rhs)
value.
__mod__
__mod__(self, rhs: Self) -> Self
Return the remainder of self divided by rhs.
Args:
- rhs (
Self
): The value to divide on.
Returns:
The remainder of dividing self by rhs.
__pow__
__pow__(self, exp: Self) -> Self
Return the value raised to the power of the given exponent.
Computes the power of an integer using the Russian Peasant Method.
Args:
- exp (
Self
): The exponent value.
Returns:
The value of self
raised to the power of exp
.
__lshift__
__lshift__(self, rhs: Self) -> Self
Return self << rhs
.
Args:
- rhs (
Self
): The value to shift with.
Returns:
self << rhs
.
__rshift__
__rshift__(self, rhs: Self) -> Self
Return self >> rhs
.
Args:
- rhs (
Self
): The value to shift with.
Returns:
self >> rhs
.
__and__
__and__(self, rhs: Self) -> Self
Return self & rhs
.
Args:
- rhs (
Self
): The RHS value.
Returns:
self & rhs
.
__or__
__or__(self, rhs: Self) -> Self
Return self | rhs
.
Args:
- rhs (
Self
): The RHS value.
Returns:
self | rhs
.
__xor__
__xor__(self, rhs: Self) -> Self
Return self ^ rhs
.
Args:
- rhs (
Self
): The RHS value.
Returns:
self ^ rhs
.
__radd__
__radd__(self, value: Self) -> Self
Return value + self
.
Args:
- value (
Self
): The other value.
Returns:
value + self
.
__rsub__
__rsub__(self, value: Self) -> Self
Return value - self
.
Args:
- value (
Self
): The other value.
Returns:
value - self
.
__rmul__
__rmul__(self, value: Self) -> Self
Return value * self
.
Args:
- value (
Self
): The other value.
Returns:
value * self
.
__rfloordiv__
__rfloordiv__(self, value: Self) -> Self
Return value // self
.
Args:
- value (
Self
): The other value.
Returns:
value // self
.
__rmod__
__rmod__(self, value: Self) -> Self
Return value % self
.
Args:
- value (
Self
): The other value.
Returns:
value % self
.
__rpow__
__rpow__(self, value: Self) -> Self
Return pow(value,self)
.
Args:
- value (
Self
): The other value.
Returns:
pow(value,self)
.
__rlshift__
__rlshift__(self, value: Self) -> Self
Return value << self
.
Args:
- value (
Self
): The other value.
Returns:
value << self
.
__rrshift__
__rrshift__(self, value: Self) -> Self
Return value >> self
.
Args:
- value (
Self
): The other value.
Returns:
value >> self
.
__rand__
__rand__(self, value: Self) -> Self
Return value & self
.
Args:
- value (
Self
): The other value.
Returns:
value & self
.
__ror__
__ror__(self, value: Self) -> Self
Return value | self
.
Args:
- value (
Self
): The other value.
Returns:
value | self
.
__rxor__
__rxor__(self, value: Self) -> Self
Return value ^ self
.
Args:
- value (
Self
): The other value.
Returns:
value ^ self
.
__iadd__
__iadd__(mut self, rhs: Self)
Compute self + rhs
and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__isub__
__isub__(mut self, rhs: Self)
Compute self - rhs
and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__imul__
__imul__(mut self, rhs: Self)
Compute self*rhs and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__itruediv__
__itruediv__(mut self, rhs: Self)
Compute self / rhs
, convert to int, and save the result in self.
Since floor(self / rhs)
is equivalent to self // rhs
, this yields
the same as __ifloordiv__
.
Args:
- rhs (
Self
): The RHS value.
__ifloordiv__
__ifloordiv__(mut self, rhs: Self)
Compute self // rhs
and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__imod__
__imod__(mut self, rhs: Self)
Compute self % rhs
and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__ipow__
__ipow__(mut self, rhs: Self)
Compute pow(self, rhs)
and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__ilshift__
__ilshift__(mut self, rhs: Self)
Compute self << rhs
and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__irshift__
__irshift__(mut self, rhs: Self)
Compute self >> rhs
and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__iand__
__iand__(mut self, rhs: Self)
Compute self & rhs
and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__ixor__
__ixor__(mut self, rhs: Self)
Compute self ^ rhs
and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__ior__
__ior__(mut self, rhs: Self)
Compute self|rhs and save the result in self.
Args:
- rhs (
Self
): The RHS value.
__divmod__
__divmod__(self, rhs: Self) -> Tuple[Int, Int]
Computes both the quotient and remainder using integer division.
Args:
- rhs (
Self
): The value to divide on.
Returns:
The quotient and remainder as a Tuple(self // rhs, self % rhs)
.
__as_bool__
__as_bool__(self) -> Bool
Convert this Int to Bool.
Returns:
False Bool value if the value is equal to 0 and True otherwise.
__index__
__index__(self) -> Self
Return self converted to an integer, if self is suitable for use as an index into a list.
For Int type this is simply the value.
Returns:
The corresponding Int value.
__int__
__int__(self) -> Self
Gets the integral value (this is an identity function for Int).
Returns:
The value as an integer.
__abs__
__abs__(self) -> Self
Return the absolute value of the Int value.
Returns:
The absolute value.
__ceil__
__ceil__(self) -> Self
Return the ceiling of the Int value, which is itself.
Returns:
The Int value itself.
__floor__
__floor__(self) -> Self
Return the floor of the Int value, which is itself.
Returns:
The Int value itself.
__round__
__round__(self) -> Self
Return the rounded value of the Int value, which is itself.
Returns:
The Int value itself.
__round__(self, ndigits: Self) -> Self
Return the rounded value of the Int value, which is itself.
Args:
- ndigits (
Self
): The number of digits to round to.
Returns:
The Int value itself if ndigits >= 0 else the rounded value.
__trunc__
__trunc__(self) -> Self
Return the truncated Int value, which is itself.
Returns:
The Int value itself.
__str__
__str__(self) -> String
Get the integer as a string.
Returns:
A string representation.
__repr__
__repr__(self) -> String
Get the integer as a string. Returns the same String
as __str__
.
Returns:
A string representation.
__hash__
__hash__(self) -> UInt
Hash the int using builtin hash.
Returns:
A 64-bit hash value. This value is not suitable for cryptographic uses. Its intended usage is for data structures. See the hash
builtin documentation for more details.
__hash__[H: _Hasher](self, mut hasher: H)
Updates hasher with this int value.
Parameters:
- H (
_Hasher
): The hasher type.
Args:
- hasher (
H
): The hasher instance.
__ceildiv__
__ceildiv__(self, denominator: Self) -> Self
Return the rounded-up result of dividing self by denominator.
Args:
- denominator (
Self
): The denominator.
Returns:
The ceiling of dividing numerator by denominator.
write_to
write_to[W: Writer](self, mut writer: W)
Formats this integer to the provided Writer.
Parameters:
- W (
Writer
): A type conforming to the Writable trait.
Args:
- writer (
W
): The object to write to.
write_padded
write_padded[W: Writer](self, mut writer: W, width: Self)
Write the int right-aligned to a set padding.
Parameters:
- W (
Writer
): A type conforming to the Writable trait.
Args:
- writer (
W
): The object to write to. - width (
Self
): The amount to pad to the left.
__mlir_index__
__mlir_index__(self) -> index
Convert to index.
Returns:
The corresponding __mlir_type.index value.
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