Struct inari::Interval [−][src]
#[repr(C)]pub struct Interval { /* fields omitted */ }
Expand description
An interval with f64
bounds.
It is sometimes referred to as a bare interval in contrast to a decorated interval (DecInterval
).
Implementations
Returns $(\self Γ \rhs) + \addend$.
Tightness: tightest
Returns true
if rhs
is a member of self
: $\rhs β \self$.
The result is false
whenever rhs
is infinite or NaN.
Examples
use inari::*; assert!(const_interval!(1.0, 2.0).contains(1.0)); assert!(!Interval::EMPTY.contains(1.0)); assert!(Interval::ENTIRE.contains(1.0));
$Β±β$ and NaN are not real numbers, thus do not belong to any interval:
use inari::*; assert!(!Interval::ENTIRE.contains(f64::INFINITY)); assert!(!Interval::ENTIRE.contains(f64::NEG_INFINITY)); assert!(!Interval::ENTIRE.contains(f64::NAN));
Returns true
if self
and rhs
are disjoint:
$$ \self β© \rhs = β , $$
or equivalently,
$$ βx β \self, βy β \rhs : x β y, $$
or equivalently,
$\rhs = β $ | $\rhs = [c, d]$ | |
---|---|---|
$\self = β $ | true | true |
$\self = [a, b]$ | true | $b < c β¨ d < a$ |
Examples
use inari::*; assert!(const_interval!(1.0, 2.0).disjoint(const_interval!(3.0, 4.0))); assert!(!const_interval!(1.0, 3.0).disjoint(const_interval!(3.0, 4.0))); assert!(!const_interval!(1.0, 5.0).disjoint(const_interval!(3.0, 4.0))); assert!(Interval::EMPTY.disjoint(Interval::EMPTY)); assert!(Interval::EMPTY.disjoint(Interval::ENTIRE));
Returns true
if self
is interior to rhs
:
$$ (βx β \self, βy β \rhs : x < y) β§ (βx β \self, βy β \rhs : y < x), $$
or equivalently,
$\rhs = β $ | $\rhs = [c, d]$ | |
---|---|---|
$\self = β $ | true | true |
$\self = [a, b]$ | false | $c <β² a β§ b <β² d$ |
where $<β²$ is defined as:
$$ x <β² y :βΊ x < y β¨ x = y = -β β¨ x = y = +β. $$
Examples
use inari::*; assert!(const_interval!(1.1, 1.9).interior(const_interval!(1.0, 2.0))); assert!(!const_interval!(1.1, 2.0).interior(const_interval!(1.0, 2.0))); assert!(Interval::EMPTY.interior(Interval::EMPTY)); assert!(Interval::ENTIRE.interior(Interval::ENTIRE));
Returns true
if self
is nonempty and bounded.
Examples
use inari::*; assert!(const_interval!(1.0, 2.0).is_common_interval()); assert!(!const_interval!(1.0, f64::INFINITY).is_common_interval()); assert!(!Interval::EMPTY.is_common_interval()); assert!(!Interval::ENTIRE.is_common_interval());
Returns true
if self
is empty: $\self = β
$.
Examples
use inari::*; assert!(!const_interval!(1.0, 1.0).is_empty()); assert!(Interval::EMPTY.is_empty()); assert!(!Interval::ENTIRE.is_empty());
Returns true
if $\self = [-β, +β]$.
Examples
use inari::*; assert!(!const_interval!(1.0, f64::INFINITY).is_entire()); assert!(!Interval::EMPTY.is_entire()); assert!(Interval::ENTIRE.is_entire());
Returns true
if self
consists of a single real number:
$$ βx β β : \self = [x, x]. $$
The result is false
whenever self
is empty or unbounded.
Examples
use inari::*; assert!(const_interval!(1.0, 1.0).is_singleton()); assert!(!const_interval!(1.0, 2.0).is_singleton()); assert!(!Interval::EMPTY.is_singleton()); assert!(!Interval::ENTIRE.is_singleton());
0.1 is not representable as a f64
number:
use inari::*; // The singleton interval that consists of the closest [`f64`] number to 0.1. assert!(const_interval!(0.1, 0.1).is_singleton()); // The tightest interval that encloses 0.1. #[cfg(feature = "gmp")] assert!(!interval!("[0.1, 0.1]").unwrap().is_singleton());
Returns true
if self
is weakly less than rhs
:
$$ (βx β \self, βy β \rhs : x β€ y) β§ (βy β \rhs, βx β \self : x β€ y), $$
or equivalently,
$\rhs = β $ | $\rhs = [c, d]$ | |
---|---|---|
$\self = β $ | true | false |
$\self = [a, b]$ | false | $a β€ c β§ b β€ d$ |
Examples
use inari::*; assert!(const_interval!(1.0, 2.0).less(const_interval!(3.0, 4.0))); assert!(const_interval!(1.0, 3.0).less(const_interval!(2.0, 4.0))); assert!(const_interval!(1.0, 4.0).less(const_interval!(1.0, 4.0))); assert!(Interval::EMPTY.less(Interval::EMPTY)); assert!(!Interval::EMPTY.less(Interval::ENTIRE)); assert!(!Interval::ENTIRE.less(Interval::EMPTY)); assert!(Interval::ENTIRE.less(Interval::ENTIRE));
Returns true
if self
is to the left of rhs
but may touch it:
$$ βx β \self, βy β \rhs : x β€ y, $$
or equivalently,
$\rhs = β $ | $\rhs = [c, d]$ | |
---|---|---|
$\self = β $ | true | true |
$\self = [a, b]$ | true | $b β€ c$ |
Examples
use inari::*; assert!(const_interval!(1.0, 2.0).precedes(const_interval!(3.0, 4.0))); assert!(const_interval!(1.0, 3.0).precedes(const_interval!(3.0, 4.0))); assert!(!const_interval!(1.0, 3.0).precedes(const_interval!(2.0, 4.0))); assert!(Interval::EMPTY.precedes(Interval::EMPTY)); assert!(Interval::EMPTY.precedes(Interval::ENTIRE)); assert!(Interval::ENTIRE.precedes(Interval::EMPTY)); assert!(!Interval::ENTIRE.precedes(Interval::ENTIRE));
Returns true
if self
is strictly less than rhs
:
$$ (βx β \self, βy β \rhs : x < y) β§ (βy β \self, βx β \rhs : x < y), $$
or equivalently,
$\rhs = β $ | $\rhs = [c, d]$ | |
---|---|---|
$\self = β $ | true | false |
$\self = [a, b]$ | false | $a <β² c β§ b <β² d$ |
where $<β²$ is defined as:
$$ x <β² y :βΊ x < y β¨ x = y = -β β¨ x = y = +β. $$
Examples
use inari::*; assert!(const_interval!(1.0, 2.0).strict_less(const_interval!(3.0, 4.0))); assert!(const_interval!(1.0, 3.0).strict_less(const_interval!(2.0, 4.0))); assert!(!const_interval!(1.0, 4.0).strict_less(const_interval!(2.0, 4.0))); assert!(const_interval!(1.0, f64::INFINITY).strict_less(const_interval!(2.0, f64::INFINITY))); assert!(Interval::EMPTY.strict_less(Interval::EMPTY)); assert!(!Interval::EMPTY.strict_less(Interval::ENTIRE)); assert!(!Interval::ENTIRE.strict_less(Interval::EMPTY)); assert!(Interval::ENTIRE.strict_less(Interval::ENTIRE));
Returns true
if self
is strictly to the left of rhs
:
$$ βx β \self, βy β \rhs : x < y, $$
or equivalently,
$\rhs = β $ | $\rhs = [c, d]$ | |
---|---|---|
$\self = β $ | true | true |
$\self = [a, b]$ | true | $b < c$ |
Returns true
if self
is a subset of rhs
:
$$ \self β \rhs, $$
or equivalently,
$$ βx β \self, βy β \rhs : x = y, $$
or equivalently,
$\rhs = β $ | $\rhs = [c, d]$ | |
---|---|---|
$\self = β $ | true | true |
$\self = [a, b]$ | false | $c β€ a β§ b β€ d$ |
Examples
use inari::*; assert!(const_interval!(1.0, 2.0).subset(const_interval!(1.0, 2.0))); assert!(Interval::EMPTY.subset(Interval::EMPTY)); assert!(Interval::EMPTY.subset(Interval::ENTIRE)); assert!(Interval::ENTIRE.subset(Interval::ENTIRE));
Returns the interchange representation of the interval in the big-endian byte order.
Returns the interchange representation of the interval in the little-endian byte order.
Returns the interchange representation of the interval in the native byte order of the target platform.
Creates an interval from its interchange representation in the big-endian byte order.
Creates an interval from its interchange representation in the little-endian byte order.
The tightest interval enclosing $1 / \sqrt{2}$.
The tightest interval enclosing $2 / \sqrt{Ο}$.
Returns the angle of the point $(\rhs, \self)$ measured counterclockwise from the positive $x$-axis in the Euclidean plane.
Tightness: tightest
Returns self
raised to the power of rhs
.
Tightness: tightest
Returns self
raised to the power of rhs
.
Tightness: tightest
Rounds self
to the closest integer toward $+β$.
Tightness: tightest
Examples
use inari::*; assert_eq!(const_interval!(0.2, 1.2).ceil(), const_interval!(1.0, 2.0)); assert_eq!(const_interval!(0.8, 1.8).ceil(), const_interval!(1.0, 2.0)); assert_eq!(const_interval!(-1.2, -0.2).ceil(), const_interval!(-1.0, 0.0)); assert_eq!(const_interval!(-1.8, -0.8).ceil(), const_interval!(-1.0, 0.0)); assert_eq!(Interval::EMPTY.ceil(), Interval::EMPTY); assert_eq!(Interval::ENTIRE.ceil(), Interval::ENTIRE);
See also: Interval::floor
, Interval::trunc
.
Rounds self
to the closest integer toward $-β$.
Tightness: tightest
Examples
use inari::*; assert_eq!(const_interval!(0.2, 1.2).floor(), const_interval!(0.0, 1.0)); assert_eq!(const_interval!(0.8, 1.8).floor(), const_interval!(0.0, 1.0)); assert_eq!(const_interval!(-1.2, -0.2).floor(), const_interval!(-2.0, -1.0)); assert_eq!(const_interval!(-1.8, -0.8).floor(), const_interval!(-2.0, -1.0)); assert_eq!(Interval::EMPTY.floor(), Interval::EMPTY); assert_eq!(Interval::ENTIRE.floor(), Interval::ENTIRE);
See also: Interval::ceil
, Interval::trunc
.
Rounds self
to the closest integer, away from zero in case of ties.
Tightness: tightest
Examples
use inari::*; assert_eq!(const_interval!(0.2, 1.2).round(), const_interval!(0.0, 1.0)); assert_eq!(const_interval!(0.5, 1.5).round(), const_interval!(1.0, 2.0)); assert_eq!(const_interval!(0.8, 1.8).round(), const_interval!(1.0, 2.0)); assert_eq!(const_interval!(-1.2, -0.2).round(), const_interval!(-1.0, 0.0)); assert_eq!(const_interval!(-1.5, -0.5).round(), const_interval!(-2.0, -1.0)); assert_eq!(const_interval!(-1.8, -0.8).round(), const_interval!(-2.0, -1.0)); assert_eq!(Interval::EMPTY.round(), Interval::EMPTY); assert_eq!(Interval::ENTIRE.round(), Interval::ENTIRE);
See also: Interval::round_ties_to_even
.
Rounds self
to the closest integer, the even number in case of ties.
Tightness: tightest
Examples
use inari::*; assert_eq!(const_interval!(0.2, 1.2).round_ties_to_even(), const_interval!(0.0, 1.0)); assert_eq!(const_interval!(0.5, 1.5).round_ties_to_even(), const_interval!(0.0, 2.0)); assert_eq!(const_interval!(0.8, 1.8).round_ties_to_even(), const_interval!(1.0, 2.0)); assert_eq!(const_interval!(-1.2, -0.2).round_ties_to_even(), const_interval!(-1.0, 0.0)); assert_eq!(const_interval!(-1.5, -0.5).round_ties_to_even(), const_interval!(-2.0, 0.0)); assert_eq!(const_interval!(-1.8, -0.8).round_ties_to_even(), const_interval!(-2.0, -1.0)); assert_eq!(Interval::EMPTY.round_ties_to_even(), Interval::EMPTY); assert_eq!(Interval::ENTIRE.round_ties_to_even(), Interval::ENTIRE);
See also: Interval::round
.
Returns the sign of self
.
Note the difference in definition between f64::signum
and this function;
+0.0_f64.signum()
and -0.0_f64.signum()
return +1.0
and -1.0
, respectively,
while the sign of zero is just zero,
Tightness: tightest
Examples
use inari::*; assert_eq!(const_interval!(-10.0, -0.1).sign(), const_interval!(-1.0, -1.0)); assert_eq!(const_interval!(0.0, 0.0).sign(), const_interval!(0.0, 0.0)); assert_eq!(const_interval!(0.1, 10.0).sign(), const_interval!(1.0, 1.0)); assert_eq!(Interval::EMPTY.sign(), Interval::EMPTY); assert_eq!(Interval::ENTIRE.sign(), const_interval!(-1.0, 1.0));
Rounds self
to the closest integer toward zero.
Tightness: tightest
Examples
use inari::*; assert_eq!(const_interval!(0.2, 1.2).trunc(), const_interval!(0.0, 1.0)); assert_eq!(const_interval!(0.8, 1.8).trunc(), const_interval!(0.0, 1.0)); assert_eq!(const_interval!(-1.2, -0.2).trunc(), const_interval!(-1.0, 0.0)); assert_eq!(const_interval!(-1.8, -0.8).trunc(), const_interval!(-1.0, 0.0)); assert_eq!(Interval::EMPTY.trunc(), Interval::EMPTY); assert_eq!(Interval::ENTIRE.trunc(), Interval::ENTIRE);
See also: Interval::ceil
, Interval::floor
.
Returns the lower bound of self
.
The lower bound of an interval $π$ is:
$$ \inf(π) = \begin{cases} +β & \if π = β , \\ a & \if π = [a, b]. \end{cases} $$
The exact value is returned.
Examples
use inari::*; assert_eq!(const_interval!(-2.0, 3.0).inf(), -2.0); assert_eq!(Interval::EMPTY.inf(), f64::INFINITY); assert_eq!(Interval::ENTIRE.inf(), f64::NEG_INFINITY);
See also: Interval::sup
.
Returns the magnitude of self
if it is nonempty; otherwise, a NaN.
The magnitude of a nonempty interval $π = [a, b]$ is:
$$ \begin{align*} \mag(π) &= \sup \set{|x| β£ x β π} \\ &= \max \set{|a|, |b|}. \end{align*} $$
The exact value is returned.
Examples
use inari::*; assert_eq!(const_interval!(-2.0, 3.0).mag(), 3.0); assert!(Interval::EMPTY.mag().is_nan()); assert_eq!(Interval::ENTIRE.mag(), f64::INFINITY);
See also: Interval::mig
.
Returns the midpoint of self
if it is nonempty; otherwise, a NaN.
The midpoint of a nonempty interval $π = [a, b]$ is:
$$ \mid(π) = \frac{a + b}{2}. $$
As an approximation in f64
, it returns:
0.0
, if $\self = [-β, +β]$;f64::MIN
, if $\self = [-β, b]$, where $b β \R$;f64::MAX
, if $\self = [a, +β]$, where $a β \R$;- otherwise, the closest
f64
number to $\mid(\self)$, away from zero in case of ties.
Examples
use inari::*; assert_eq!(const_interval!(-2.0, 3.0).mid(), 0.5); assert_eq!(const_interval!(f64::NEG_INFINITY, 3.0).mid(), f64::MIN); assert_eq!(const_interval!(-2.0, f64::INFINITY).mid(), f64::MAX); assert!(Interval::EMPTY.mid().is_nan()); assert_eq!(Interval::ENTIRE.mid(), 0.0);
See also: Interval::rad
.
Returns the mignitude of self
if it is nonempty; otherwise, a NaN.
The mignitude of a nonempty interval $π = [a, b]$ is:
$$ \begin{align*} \mig(π) &= \inf \set{|x| β£ x β π} \\ &= \begin{cases} \min \set{|a|, |b|} & \if \sgn(a) = \sgn(b), \\ 0 & \otherwise. \end{cases} \end{align*} $$
The exact value is returned.
Examples
use inari::*; assert_eq!(const_interval!(-2.0, 3.0).mig(), 0.0); assert_eq!(const_interval!(2.0, 3.0).mig(), 2.0); assert!(Interval::EMPTY.mig().is_nan()); assert_eq!(Interval::ENTIRE.mig(), 0.0);
See also: Interval::mag
.
Returns the radius of self
if it is nonempty; otherwise, a NaN.
The radius of a nonempty interval $π = [a, b]$ is:
$$ \rad(π) = \frac{b - a}{2}. $$
As an approximation in f64
, it returns the least f64
number r
that satisfies
$\self β [π - π, π + π]$, where m
is the midpoint returned by Self::mid
.
Examples
use inari::*; assert_eq!(const_interval!(-2.0, 3.0).rad(), 2.5); assert!(Interval::EMPTY.rad().is_nan()); assert_eq!(Interval::ENTIRE.rad(), f64::INFINITY);
See also: Interval::mid
.
Returns the upper bound of self
.
The upper bound of an interval $π$ is:
$$ \sup(π) = \begin{cases} -β & \if π = β , \\ b & \if π = [a, b]. \end{cases} $$
The exact value is returned.
Examples
use inari::*; assert_eq!(const_interval!(-2.0, 3.0).sup(), 3.0); assert_eq!(Interval::EMPTY.sup(), f64::NEG_INFINITY); assert_eq!(Interval::ENTIRE.sup(), f64::INFINITY);
See also: Interval::inf
.
Returns the width of self
if it is nonempty; otherwise, a NaN.
The width of a nonempty interval $π = [a, b]$ is:
$$ \wid(π) = b - a. $$
As an approximation in f64
, it returns the closest f64
number toward $+β$.
Examples
use inari::*; assert_eq!(const_interval!(-2.0, 3.0).wid(), 5.0); assert_eq!(const_interval!(-1.0, f64::MAX).wid(), f64::INFINITY); assert!(Interval::EMPTY.wid().is_nan()); assert_eq!(Interval::ENTIRE.wid(), f64::INFINITY);
Returns $\hull(\self βͺ \rhs)$, the tightest interval that contains both self
and rhs
as its subsets.
$\rhs = β $ | $\rhs = [c, d]$ | |
---|---|---|
$\self = β $ | $β $ | $[c, d]$ |
$\self = [a, b]$ | $[a, b]$ | $[\min \set{a, c}, \max \set{b, d}]$ |
Tightness: tightest
Returns $\self β© \rhs$, the intersection of self
and rhs
.
$\rhs = β $ | $\rhs = [c, d]$ | |
---|---|---|
$\self = β $ | $β $ | $β $ |
$\self = [a, b]$ | $β $ | $[\max \set{a, c}, \min \set{b, d}]$ |
Tightness: tightest
Trait Implementations
Performs the +=
operation. Read more
Performs the /=
operation. Read more
Performs the *=
operation. Read more
Performs the -=
operation. Read more
Auto Trait Implementations
impl RefUnwindSafe for Interval
impl UnwindSafe for Interval
Blanket Implementations
Mutably borrows from an owned value. Read more
Casts the value.
fn fmt_binary(self) -> FmtBinary<Self> where
Self: Binary,
fn fmt_binary(self) -> FmtBinary<Self> where
Self: Binary,
Causes self
to use its Binary
implementation when Debug
-formatted.
fn fmt_display(self) -> FmtDisplay<Self> where
Self: Display,
fn fmt_display(self) -> FmtDisplay<Self> where
Self: Display,
Causes self
to use its Display
implementation when
Debug
-formatted. Read more
fn fmt_lower_exp(self) -> FmtLowerExp<Self> where
Self: LowerExp,
fn fmt_lower_exp(self) -> FmtLowerExp<Self> where
Self: LowerExp,
Causes self
to use its LowerExp
implementation when
Debug
-formatted. Read more
fn fmt_lower_hex(self) -> FmtLowerHex<Self> where
Self: LowerHex,
fn fmt_lower_hex(self) -> FmtLowerHex<Self> where
Self: LowerHex,
Causes self
to use its LowerHex
implementation when
Debug
-formatted. Read more
Causes self
to use its Octal
implementation when Debug
-formatted.
fn fmt_pointer(self) -> FmtPointer<Self> where
Self: Pointer,
fn fmt_pointer(self) -> FmtPointer<Self> where
Self: Pointer,
Causes self
to use its Pointer
implementation when
Debug
-formatted. Read more
fn fmt_upper_exp(self) -> FmtUpperExp<Self> where
Self: UpperExp,
fn fmt_upper_exp(self) -> FmtUpperExp<Self> where
Self: UpperExp,
Causes self
to use its UpperExp
implementation when
Debug
-formatted. Read more
fn fmt_upper_hex(self) -> FmtUpperHex<Self> where
Self: UpperHex,
fn fmt_upper_hex(self) -> FmtUpperHex<Self> where
Self: UpperHex,
Causes self
to use its UpperHex
implementation when
Debug
-formatted. Read more
Casts the value.
impl<T> Pipe for T where
T: ?Sized,
impl<T> Pipe for T where
T: ?Sized,
Pipes by value. This is generally the method you want to use. Read more
Borrows self
and passes that borrow into the pipe function. Read more
fn pipe_ref_mut<'a, R>(&'a mut self, func: impl FnOnce(&'a mut Self) -> R) -> R where
R: 'a,
fn pipe_ref_mut<'a, R>(&'a mut self, func: impl FnOnce(&'a mut Self) -> R) -> R where
R: 'a,
Mutably borrows self
and passes that borrow into the pipe function. Read more
fn pipe_borrow<'a, B, R>(&'a self, func: impl FnOnce(&'a B) -> R) -> R where
Self: Borrow<B>,
R: 'a,
B: 'a + ?Sized,
fn pipe_borrow<'a, B, R>(&'a self, func: impl FnOnce(&'a B) -> R) -> R where
Self: Borrow<B>,
R: 'a,
B: 'a + ?Sized,
Borrows self
, then passes self.borrow()
into the pipe function. Read more
fn pipe_borrow_mut<'a, B, R>(
&'a mut self,
func: impl FnOnce(&'a mut B) -> R
) -> R where
Self: BorrowMut<B>,
R: 'a,
B: 'a + ?Sized,
fn pipe_borrow_mut<'a, B, R>(
&'a mut self,
func: impl FnOnce(&'a mut B) -> R
) -> R where
Self: BorrowMut<B>,
R: 'a,
B: 'a + ?Sized,
Mutably borrows self
, then passes self.borrow_mut()
into the pipe
function. Read more
fn pipe_as_ref<'a, U, R>(&'a self, func: impl FnOnce(&'a U) -> R) -> R where
Self: AsRef<U>,
R: 'a,
U: 'a + ?Sized,
fn pipe_as_ref<'a, U, R>(&'a self, func: impl FnOnce(&'a U) -> R) -> R where
Self: AsRef<U>,
R: 'a,
U: 'a + ?Sized,
Borrows self
, then passes self.as_ref()
into the pipe function.
fn pipe_as_mut<'a, U, R>(&'a mut self, func: impl FnOnce(&'a mut U) -> R) -> R where
Self: AsMut<U>,
R: 'a,
U: 'a + ?Sized,
fn pipe_as_mut<'a, U, R>(&'a mut self, func: impl FnOnce(&'a mut U) -> R) -> R where
Self: AsMut<U>,
R: 'a,
U: 'a + ?Sized,
Mutably borrows self
, then passes self.as_mut()
into the pipe
function. Read more
fn pipe_deref<'a, T, R>(&'a self, func: impl FnOnce(&'a T) -> R) -> R where
Self: Deref<Target = T>,
T: 'a + ?Sized,
R: 'a,
fn pipe_deref<'a, T, R>(&'a self, func: impl FnOnce(&'a T) -> R) -> R where
Self: Deref<Target = T>,
T: 'a + ?Sized,
R: 'a,
Borrows self
, then passes self.deref()
into the pipe function.
fn pipe_as_ref<'a, T, R>(&'a self, func: impl FnOnce(&'a T) -> R) -> R where
Self: AsRef<T>,
T: 'a,
R: 'a,
fn pipe_as_ref<'a, T, R>(&'a self, func: impl FnOnce(&'a T) -> R) -> R where
Self: AsRef<T>,
T: 'a,
R: 'a,
Pipes a trait borrow into a function that cannot normally be called in suffix position. Read more
fn pipe_as_mut<'a, T, R>(&'a mut self, func: impl FnOnce(&'a mut T) -> R) -> R where
Self: AsMut<T>,
T: 'a,
R: 'a,
fn pipe_as_mut<'a, T, R>(&'a mut self, func: impl FnOnce(&'a mut T) -> R) -> R where
Self: AsMut<T>,
T: 'a,
R: 'a,
Pipes a trait mutable borrow into a function that cannot normally be called in suffix position. Read more
fn pipe_borrow<'a, T, R>(&'a self, func: impl FnOnce(&'a T) -> R) -> R where
Self: Borrow<T>,
T: 'a,
R: 'a,
fn pipe_borrow<'a, T, R>(&'a self, func: impl FnOnce(&'a T) -> R) -> R where
Self: Borrow<T>,
T: 'a,
R: 'a,
Pipes a trait borrow into a function that cannot normally be called in suffix position. Read more
fn pipe_borrow_mut<'a, T, R>(
&'a mut self,
func: impl FnOnce(&'a mut T) -> R
) -> R where
Self: BorrowMut<T>,
T: 'a,
R: 'a,
fn pipe_borrow_mut<'a, T, R>(
&'a mut self,
func: impl FnOnce(&'a mut T) -> R
) -> R where
Self: BorrowMut<T>,
T: 'a,
R: 'a,
Pipes a trait mutable borrow into a function that cannot normally be called in suffix position. Read more
fn pipe_deref<'a, R>(&'a self, func: impl FnOnce(&'a Self::Target) -> R) -> R where
Self: Deref,
R: 'a,
fn pipe_deref<'a, R>(&'a self, func: impl FnOnce(&'a Self::Target) -> R) -> R where
Self: Deref,
R: 'a,
Pipes a dereference into a function that cannot normally be called in suffix position. Read more
fn pipe_deref_mut<'a, R>(
&'a mut self,
func: impl FnOnce(&'a mut Self::Target) -> R
) -> R where
Self: DerefMut,
R: 'a,
fn pipe_deref_mut<'a, R>(
&'a mut self,
func: impl FnOnce(&'a mut Self::Target) -> R
) -> R where
Self: DerefMut,
R: 'a,
Pipes a mutable dereference into a function that cannot normally be called in suffix position. Read more
Pipes a reference into a function that cannot ordinarily be called in suffix position. Read more
Casts the value.
fn tap_borrow<B>(self, func: impl FnOnce(&B)) -> Self where
Self: Borrow<B>,
B: ?Sized,
fn tap_borrow<B>(self, func: impl FnOnce(&B)) -> Self where
Self: Borrow<B>,
B: ?Sized,
Immutable access to the Borrow<B>
of a value. Read more
fn tap_borrow_mut<B>(self, func: impl FnOnce(&mut B)) -> Self where
Self: BorrowMut<B>,
B: ?Sized,
fn tap_borrow_mut<B>(self, func: impl FnOnce(&mut B)) -> Self where
Self: BorrowMut<B>,
B: ?Sized,
Mutable access to the BorrowMut<B>
of a value. Read more
Immutable access to the AsRef<R>
view of a value. Read more
fn tap_ref_mut<R>(self, func: impl FnOnce(&mut R)) -> Self where
Self: AsMut<R>,
R: ?Sized,
fn tap_ref_mut<R>(self, func: impl FnOnce(&mut R)) -> Self where
Self: AsMut<R>,
R: ?Sized,
Mutable access to the AsMut<R>
view of a value. Read more
Immutable access to the Deref::Target
of a value. Read more
Mutable access to the Deref::Target
of a value. Read more
Calls .tap()
only in debug builds, and is erased in release builds.
fn tap_mut_dbg(self, func: impl FnOnce(&mut Self)) -> Self
fn tap_mut_dbg(self, func: impl FnOnce(&mut Self)) -> Self
Calls .tap_mut()
only in debug builds, and is erased in release
builds. Read more
fn tap_borrow_dbg<B>(self, func: impl FnOnce(&B)) -> Self where
Self: Borrow<B>,
B: ?Sized,
fn tap_borrow_dbg<B>(self, func: impl FnOnce(&B)) -> Self where
Self: Borrow<B>,
B: ?Sized,
Calls .tap_borrow()
only in debug builds, and is erased in release
builds. Read more
fn tap_borrow_mut_dbg<B>(self, func: impl FnOnce(&mut B)) -> Self where
Self: BorrowMut<B>,
B: ?Sized,
fn tap_borrow_mut_dbg<B>(self, func: impl FnOnce(&mut B)) -> Self where
Self: BorrowMut<B>,
B: ?Sized,
Calls .tap_borrow_mut()
only in debug builds, and is erased in release
builds. Read more
fn tap_ref_dbg<R>(self, func: impl FnOnce(&R)) -> Self where
Self: AsRef<R>,
R: ?Sized,
fn tap_ref_dbg<R>(self, func: impl FnOnce(&R)) -> Self where
Self: AsRef<R>,
R: ?Sized,
Calls .tap_ref()
only in debug builds, and is erased in release
builds. Read more
fn tap_ref_mut_dbg<R>(self, func: impl FnOnce(&mut R)) -> Self where
Self: AsMut<R>,
R: ?Sized,
fn tap_ref_mut_dbg<R>(self, func: impl FnOnce(&mut R)) -> Self where
Self: AsMut<R>,
R: ?Sized,
Calls .tap_ref_mut()
only in debug builds, and is erased in release
builds. Read more
Provides immutable access for inspection. Read more
Calls tap
in debug builds, and does nothing in release builds.
Provides mutable access for modification. Read more
fn tap_mut_dbg<F, R>(self, func: F) -> Self where
F: FnOnce(&mut Self) -> R,
fn tap_mut_dbg<F, R>(self, func: F) -> Self where
F: FnOnce(&mut Self) -> R,
Calls tap_mut
in debug builds, and does nothing in release builds.
impl<T, U> TapAsRef<U> for T where
U: ?Sized,
impl<T, U> TapAsRef<U> for T where
U: ?Sized,
Provides immutable access to the reference for inspection.
fn tap_ref_dbg<F, R>(self, func: F) -> Self where
Self: AsRef<T>,
F: FnOnce(&T) -> R,
fn tap_ref_dbg<F, R>(self, func: F) -> Self where
Self: AsRef<T>,
F: FnOnce(&T) -> R,
Calls tap_ref
in debug builds, and does nothing in release builds.
fn tap_ref_mut<F, R>(self, func: F) -> Self where
Self: AsMut<T>,
F: FnOnce(&mut T) -> R,
fn tap_ref_mut<F, R>(self, func: F) -> Self where
Self: AsMut<T>,
F: FnOnce(&mut T) -> R,
Provides mutable access to the reference for modification.
fn tap_ref_mut_dbg<F, R>(self, func: F) -> Self where
Self: AsMut<T>,
F: FnOnce(&mut T) -> R,
fn tap_ref_mut_dbg<F, R>(self, func: F) -> Self where
Self: AsMut<T>,
F: FnOnce(&mut T) -> R,
Calls tap_ref_mut
in debug builds, and does nothing in release builds.
impl<T, U> TapBorrow<U> for T where
U: ?Sized,
impl<T, U> TapBorrow<U> for T where
U: ?Sized,
fn tap_borrow<F, R>(self, func: F) -> Self where
Self: Borrow<T>,
F: FnOnce(&T) -> R,
fn tap_borrow<F, R>(self, func: F) -> Self where
Self: Borrow<T>,
F: FnOnce(&T) -> R,
Provides immutable access to the borrow for inspection. Read more
fn tap_borrow_dbg<F, R>(self, func: F) -> Self where
Self: Borrow<T>,
F: FnOnce(&T) -> R,
fn tap_borrow_dbg<F, R>(self, func: F) -> Self where
Self: Borrow<T>,
F: FnOnce(&T) -> R,
Calls tap_borrow
in debug builds, and does nothing in release builds.
fn tap_borrow_mut<F, R>(self, func: F) -> Self where
Self: BorrowMut<T>,
F: FnOnce(&mut T) -> R,
fn tap_borrow_mut<F, R>(self, func: F) -> Self where
Self: BorrowMut<T>,
F: FnOnce(&mut T) -> R,
Provides mutable access to the borrow for modification.
fn tap_borrow_mut_dbg<F, R>(self, func: F) -> Self where
Self: BorrowMut<T>,
F: FnOnce(&mut T) -> R,
fn tap_borrow_mut_dbg<F, R>(self, func: F) -> Self where
Self: BorrowMut<T>,
F: FnOnce(&mut T) -> R,
Calls tap_borrow_mut
in debug builds, and does nothing in release
builds. Read more
Immutably dereferences self
for inspection.
fn tap_deref_dbg<F, R>(self, func: F) -> Self where
Self: Deref,
F: FnOnce(&Self::Target) -> R,
fn tap_deref_dbg<F, R>(self, func: F) -> Self where
Self: Deref,
F: FnOnce(&Self::Target) -> R,
Calls tap_deref
in debug builds, and does nothing in release builds.
fn tap_deref_mut<F, R>(self, func: F) -> Self where
Self: DerefMut,
F: FnOnce(&mut Self::Target) -> R,
fn tap_deref_mut<F, R>(self, func: F) -> Self where
Self: DerefMut,
F: FnOnce(&mut Self::Target) -> R,
Mutably dereferences self
for modification.
fn tap_deref_mut_dbg<F, R>(self, func: F) -> Self where
Self: DerefMut,
F: FnOnce(&mut Self::Target) -> R,
fn tap_deref_mut_dbg<F, R>(self, func: F) -> Self where
Self: DerefMut,
F: FnOnce(&mut Self::Target) -> R,
Calls tap_deref_mut
in debug builds, and does nothing in release
builds. Read more
Casts the value.
Casts the value.