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Propagate half-open ranges through THIR
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@ -851,17 +851,21 @@ impl<'tcx> PatRange<'tcx> {
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//
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// Also, for performance, it's important to only do the second `try_to_bits` if necessary.
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let lo_is_min = match self.lo {
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PatRangeBoundary::NegInfinity => true,
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PatRangeBoundary::Finite(value) => {
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let lo = value.try_to_bits(size).unwrap() ^ bias;
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lo <= min
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}
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PatRangeBoundary::PosInfinity => false,
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};
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if lo_is_min {
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let hi_is_max = match self.hi {
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PatRangeBoundary::NegInfinity => false,
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PatRangeBoundary::Finite(value) => {
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let hi = value.try_to_bits(size).unwrap() ^ bias;
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hi > max || hi == max && self.end == RangeEnd::Included
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}
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PatRangeBoundary::PosInfinity => true,
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};
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if hi_is_max {
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return Some(true);
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@ -920,11 +924,16 @@ impl<'tcx> PatRange<'tcx> {
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impl<'tcx> fmt::Display for PatRange<'tcx> {
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fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
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let PatRangeBoundary::Finite(value) = &self.lo;
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write!(f, "{value}")?;
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write!(f, "{}", self.end)?;
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let PatRangeBoundary::Finite(value) = &self.hi;
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write!(f, "{value}")?;
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if let PatRangeBoundary::Finite(value) = &self.lo {
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write!(f, "{value}")?;
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}
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if let PatRangeBoundary::Finite(value) = &self.hi {
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write!(f, "{}", self.end)?;
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write!(f, "{value}")?;
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} else {
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// `0..` is parsed as an inclusive range, we must display it correctly.
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write!(f, "..")?;
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}
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Ok(())
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}
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}
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@ -934,38 +943,49 @@ impl<'tcx> fmt::Display for PatRange<'tcx> {
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#[derive(Copy, Clone, Debug, PartialEq, HashStable, TypeVisitable)]
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pub enum PatRangeBoundary<'tcx> {
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Finite(mir::Const<'tcx>),
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NegInfinity,
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PosInfinity,
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}
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impl<'tcx> PatRangeBoundary<'tcx> {
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#[inline]
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pub fn lower_bound(ty: Ty<'tcx>, tcx: TyCtxt<'tcx>) -> Self {
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// Unwrap is ok because the type is known to be numeric.
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let c = ty.numeric_min_val(tcx).unwrap();
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let value = mir::Const::from_ty_const(c, tcx);
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Self::Finite(value)
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pub fn is_finite(self) -> bool {
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matches!(self, Self::Finite(..))
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}
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#[inline]
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pub fn upper_bound(ty: Ty<'tcx>, tcx: TyCtxt<'tcx>) -> Self {
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// Unwrap is ok because the type is known to be numeric.
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let c = ty.numeric_max_val(tcx).unwrap();
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let value = mir::Const::from_ty_const(c, tcx);
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Self::Finite(value)
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}
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#[inline]
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pub fn to_const(self, _ty: Ty<'tcx>, _tcx: TyCtxt<'tcx>) -> mir::Const<'tcx> {
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pub fn as_finite(self) -> Option<mir::Const<'tcx>> {
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match self {
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Self::Finite(value) => value,
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Self::Finite(value) => Some(value),
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Self::NegInfinity | Self::PosInfinity => None,
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}
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}
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pub fn eval_bits(
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self,
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_ty: Ty<'tcx>,
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tcx: TyCtxt<'tcx>,
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param_env: ty::ParamEnv<'tcx>,
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) -> u128 {
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#[inline]
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pub fn to_const(self, ty: Ty<'tcx>, tcx: TyCtxt<'tcx>) -> mir::Const<'tcx> {
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match self {
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Self::Finite(value) => value,
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Self::NegInfinity => {
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// Unwrap is ok because the type is known to be numeric.
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let c = ty.numeric_min_val(tcx).unwrap();
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mir::Const::from_ty_const(c, tcx)
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}
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Self::PosInfinity => {
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// Unwrap is ok because the type is known to be numeric.
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let c = ty.numeric_max_val(tcx).unwrap();
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mir::Const::from_ty_const(c, tcx)
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}
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}
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}
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pub fn eval_bits(self, ty: Ty<'tcx>, tcx: TyCtxt<'tcx>, param_env: ty::ParamEnv<'tcx>) -> u128 {
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match self {
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Self::Finite(value) => value.eval_bits(tcx, param_env),
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Self::NegInfinity => {
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// Unwrap is ok because the type is known to be numeric.
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ty.numeric_min_and_max_as_bits(tcx).unwrap().0
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}
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Self::PosInfinity => {
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// Unwrap is ok because the type is known to be numeric.
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ty.numeric_min_and_max_as_bits(tcx).unwrap().1
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}
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}
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}
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@ -979,6 +999,12 @@ impl<'tcx> PatRangeBoundary<'tcx> {
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) -> Option<Ordering> {
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use PatRangeBoundary::*;
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match (self, other) {
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// When comparing with infinities, we must remember that `0u8..` and `0u8..=255`
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// describe the same range. These two shortcuts are ok, but for the rest we must check
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// bit values.
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(PosInfinity, PosInfinity) => return Some(Ordering::Equal),
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(NegInfinity, NegInfinity) => return Some(Ordering::Equal),
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// This code is hot when compiling matches with many ranges. So we
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// special-case extraction of evaluated scalars for speed, for types where
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// raw data comparisons are appropriate. E.g. `unicode-normalization` has
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@ -187,24 +187,25 @@ impl<'a, 'tcx> PatCtxt<'a, 'tcx> {
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let (lo, lo_ascr, lo_inline) = self.lower_pattern_range_endpoint(lo_expr)?;
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let (hi, hi_ascr, hi_inline) = self.lower_pattern_range_endpoint(hi_expr)?;
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let lo = lo.unwrap_or_else(|| PatRangeBoundary::lower_bound(ty, self.tcx));
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let hi = hi.unwrap_or_else(|| PatRangeBoundary::upper_bound(ty, self.tcx));
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let lo = lo.unwrap_or(PatRangeBoundary::NegInfinity);
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let hi = hi.unwrap_or(PatRangeBoundary::PosInfinity);
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let cmp = lo.compare_with(hi, ty, self.tcx, self.param_env);
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let mut kind = match (end, cmp) {
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let mut kind = PatKind::Range(Box::new(PatRange { lo, hi, end, ty }));
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match (end, cmp) {
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// `x..y` where `x < y`.
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// Non-empty because the range includes at least `x`.
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(RangeEnd::Excluded, Some(Ordering::Less)) => {
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PatKind::Range(Box::new(PatRange { lo, hi, end, ty }))
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}
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// `x..=y` where `x == y`.
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(RangeEnd::Included, Some(Ordering::Equal)) => {
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PatKind::Constant { value: lo.to_const(ty, self.tcx) }
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}
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(RangeEnd::Excluded, Some(Ordering::Less)) => {}
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// `x..=y` where `x < y`.
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(RangeEnd::Included, Some(Ordering::Less)) => {
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PatKind::Range(Box::new(PatRange { lo, hi, end, ty }))
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(RangeEnd::Included, Some(Ordering::Less)) => {}
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// `x..=y` where `x == y` and `x` and `y` are finite.
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(RangeEnd::Included, Some(Ordering::Equal)) if lo.is_finite() && hi.is_finite() => {
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kind = PatKind::Constant { value: lo.as_finite().unwrap() };
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}
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// `..=x` where `x == ty::MIN`.
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(RangeEnd::Included, Some(Ordering::Equal)) if !lo.is_finite() => {}
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// `x..` where `x == ty::MAX` (yes, `x..` gives `RangeEnd::Included` since it is meant
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// to include `ty::MAX`).
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(RangeEnd::Included, Some(Ordering::Equal)) if !hi.is_finite() => {}
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// `x..y` where `x >= y`, or `x..=y` where `x > y`. The range is empty => error.
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_ => {
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// Emit a more appropriate message if there was overflow.
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@ -223,7 +224,7 @@ impl<'a, 'tcx> PatCtxt<'a, 'tcx> {
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};
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return Err(e);
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}
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};
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}
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// If we are handling a range with associated constants (e.g.
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// `Foo::<'a>::A..=Foo::B`), we need to put the ascriptions for the associated
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