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Fix errors
This commit is contained in:
parent
dd93b5bd51
commit
719c774acf
2 changed files with 163 additions and 153 deletions
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@ -190,9 +190,9 @@ impl DerivedModule {
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self.derived_ident_ids = ident_ids;
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self.derived_ident_ids = ident_ids;
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}
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}
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pub fn copy_lambda_set_var_to_subs(
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pub fn copy_lambda_set_ambient_function_to_subs(
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&self,
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&self,
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var: Variable,
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lambda_set_var: Variable,
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target: &mut Subs,
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target: &mut Subs,
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target_rank: Rank,
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target_rank: Rank,
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) -> Variable {
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) -> Variable {
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@ -201,12 +201,14 @@ impl DerivedModule {
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debug_assert!(!self.stolen);
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debug_assert!(!self.stolen);
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}
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}
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let ambient_function_var = self.subs.get_lambda_set(lambda_set_var).ambient_function;
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let copied_import = copy_import_to(
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let copied_import = copy_import_to(
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&self.subs,
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&self.subs,
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target,
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target,
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// bookkeep unspecialized lambda sets of var - I think we want this here
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// bookkeep unspecialized lambda sets of var - I think we want this here
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false,
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true,
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var,
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ambient_function_var,
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// TODO: I think this is okay because the only use of `copy_lambda_set_var_to_subs`
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// TODO: I think this is okay because the only use of `copy_lambda_set_var_to_subs`
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// (at least right now) is for lambda set compaction, which will automatically unify
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// (at least right now) is for lambda set compaction, which will automatically unify
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// and lower ranks, and never generalize.
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// and lower ranks, and never generalize.
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@ -1765,6 +1765,7 @@ fn check_ability_specialization(
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/// A proxy for managing [`Subs`] and the derived module, in the presence of possibly having to
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/// A proxy for managing [`Subs`] and the derived module, in the presence of possibly having to
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/// solve within the derived module's subs.
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/// solve within the derived module's subs.
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// TODO remove this, how can we make this better?
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pub struct SubsProxy<'a> {
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pub struct SubsProxy<'a> {
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home: ModuleId,
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home: ModuleId,
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subs: &'a mut Subs,
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subs: &'a mut Subs,
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@ -1788,10 +1789,6 @@ impl<'a> SubsProxy<'a> {
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}
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}
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}
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}
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fn borrow_subs(&mut self) -> &mut Subs {
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self.subs
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}
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fn with_subs<T, F>(&mut self, f: F) -> T
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fn with_subs<T, F>(&mut self, f: F) -> T
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where
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where
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F: FnOnce(&mut Subs) -> T,
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F: FnOnce(&mut Subs) -> T,
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@ -1815,16 +1812,18 @@ impl<'a> SubsProxy<'a> {
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f(&mut derived_module)
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f(&mut derived_module)
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}
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}
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fn copy_lambda_set_var_from_derived_to_subs(
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fn copy_lambda_set_ambient_function_from_derived_to_subs(
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&mut self,
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&mut self,
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lambda_set_var_in_derived: Variable,
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lambda_set_var_in_derived: Variable,
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target_rank: Rank,
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target_rank: Rank,
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) -> Variable {
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) -> Variable {
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if self.home == ModuleId::DERIVED {
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if self.home == ModuleId::DERIVED {
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lambda_set_var_in_derived
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self.subs
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.get_lambda_set(lambda_set_var_in_derived)
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.ambient_function
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} else {
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} else {
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let derived_module = self.derived_module.lock().unwrap();
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let derived_module = self.derived_module.lock().unwrap();
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derived_module.copy_lambda_set_var_to_subs(
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derived_module.copy_lambda_set_ambient_function_to_subs(
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lambda_set_var_in_derived,
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lambda_set_var_in_derived,
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self.subs,
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self.subs,
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target_rank,
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target_rank,
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@ -1970,108 +1969,110 @@ pub fn compact_lambda_sets_of_vars<P: Phase>(
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// Suppose a type variable `a` with `uls_of_var` mapping `uls_a = {l1, ... ln}` has been instantiated to a concrete type `C_a`.
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// Suppose a type variable `a` with `uls_of_var` mapping `uls_a = {l1, ... ln}` has been instantiated to a concrete type `C_a`.
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while let Some((c_a, uls_a)) = uls_of_var_queue.pop_front() {
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while let Some((c_a, uls_a)) = uls_of_var_queue.pop_front() {
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let subs = subs_proxy.borrow_subs();
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let uls_a = subs_proxy.with_subs(|subs| {
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let c_a = subs.get_root_key_without_compacting(c_a);
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// 1. Let each `l` in `uls_a` be of form `[solved_lambdas + ... + C:f:r + ...]`.
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// NB: There may be multiple unspecialized lambdas of form `C:f:r, C:f1:r1, ..., C:fn:rn` in `l`.
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// In this case, let `t1, ... tm` be the other unspecialized lambdas not of form `C:_:_`,
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// that is, none of which are now specialized to the type `C`. Then, deconstruct
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// `l` such that `l' = [solved_lambdas + t1 + ... + tm + C:f:r]` and `l1 = [[] + C:f1:r1], ..., ln = [[] + C:fn:rn]`.
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// Replace `l` with `l', l1, ..., ln` in `uls_a`, flattened.
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// TODO: the flattening step described above
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let uls_a = uls_a.into_vec();
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trace_compact!(1. subs, c_a, &uls_a);
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let c_a = subs.get_root_key_without_compacting(c_a);
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// The flattening step - remove lambda sets that don't reference the concrete var, and for
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// 1. Let each `l` in `uls_a` be of form `[solved_lambdas + ... + C:f:r + ...]`.
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// flatten lambda sets that reference it more than once.
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// NB: There may be multiple unspecialized lambdas of form `C:f:r, C:f1:r1, ..., C:fn:rn` in `l`.
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let mut uls_a: Vec<_> = uls_a
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// In this case, let `t1, ... tm` be the other unspecialized lambdas not of form `C:_:_`,
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.into_iter()
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// that is, none of which are now specialized to the type `C`. Then, deconstruct
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.flat_map(|lambda_set| {
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// `l` such that `l' = [solved_lambdas + t1 + ... + tm + C:f:r]` and `l1 = [[] + C:f1:r1], ..., ln = [[] + C:fn:rn]`.
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let LambdaSet {
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// Replace `l` with `l', l1, ..., ln` in `uls_a`, flattened.
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solved,
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// TODO: the flattening step described above
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recursion_var,
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let uls_a = uls_a.into_vec();
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unspecialized,
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trace_compact!(1. subs, c_a, &uls_a);
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ambient_function,
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} = subs.get_lambda_set(lambda_set);
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let lambda_set_rank = subs.get_rank(lambda_set);
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let unspecialized = subs.get_subs_slice(unspecialized);
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// TODO: is it faster to traverse once, see if we only have one concrete lambda, and
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// bail in that happy-path, rather than always splitting?
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let (concrete, mut not_concrete): (Vec<_>, Vec<_>) = unspecialized
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.iter()
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.copied()
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.partition(|Uls(var, _, _)| subs.equivalent_without_compacting(*var, c_a));
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if concrete.len() == 1 {
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// No flattening needs to be done, just return the lambda set as-is
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return vec![lambda_set];
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}
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// Must flatten
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concrete
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.into_iter()
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.enumerate()
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.map(|(i, concrete_lambda)| {
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let (var, unspecialized) = if i == 0 {
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// The first lambda set contains one concrete lambda, plus all solved
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// lambdas, plus all other unspecialized lambdas.
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// l' = [solved_lambdas + t1 + ... + tm + C:f:r]
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let unspecialized = SubsSlice::extend_new(
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&mut subs.unspecialized_lambda_sets,
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not_concrete
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.drain(..)
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.chain(std::iter::once(concrete_lambda)),
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);
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(lambda_set, unspecialized)
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} else {
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// All the other lambda sets consists only of their respective concrete
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// lambdas.
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// ln = [[] + C:fn:rn]
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let unspecialized = SubsSlice::extend_new(
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&mut subs.unspecialized_lambda_sets,
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[concrete_lambda],
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);
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let var = subs.fresh(Descriptor {
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content: Content::Error,
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rank: lambda_set_rank,
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mark: Mark::NONE,
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copy: OptVariable::NONE,
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});
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(var, unspecialized)
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};
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// The flattening step - remove lambda sets that don't reference the concrete var, and for
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subs.set_content(
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// flatten lambda sets that reference it more than once.
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var,
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let mut uls_a: Vec<_> = uls_a
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Content::LambdaSet(LambdaSet {
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.into_iter()
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solved,
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.flat_map(|lambda_set| {
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recursion_var,
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let LambdaSet {
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unspecialized,
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solved,
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ambient_function,
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recursion_var,
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}),
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unspecialized,
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ambient_function,
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} = subs.get_lambda_set(lambda_set);
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let lambda_set_rank = subs.get_rank(lambda_set);
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let unspecialized = subs.get_subs_slice(unspecialized);
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// TODO: is it faster to traverse once, see if we only have one concrete lambda, and
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// bail in that happy-path, rather than always splitting?
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let (concrete, mut not_concrete): (Vec<_>, Vec<_>) = unspecialized
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.iter()
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.copied()
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.partition(|Uls(var, _, _)| subs.equivalent_without_compacting(*var, c_a));
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if concrete.len() == 1 {
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// No flattening needs to be done, just return the lambda set as-is
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return vec![lambda_set];
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}
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// Must flatten
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concrete
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.into_iter()
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.enumerate()
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.map(|(i, concrete_lambda)| {
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let (var, unspecialized) = if i == 0 {
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// The first lambda set contains one concrete lambda, plus all solved
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// lambdas, plus all other unspecialized lambdas.
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// l' = [solved_lambdas + t1 + ... + tm + C:f:r]
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let unspecialized = SubsSlice::extend_new(
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&mut subs.unspecialized_lambda_sets,
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not_concrete
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.drain(..)
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.chain(std::iter::once(concrete_lambda)),
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);
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);
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(lambda_set, unspecialized)
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var
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} else {
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})
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// All the other lambda sets consists only of their respective concrete
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.collect()
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// lambdas.
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})
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// ln = [[] + C:fn:rn]
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.collect();
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let unspecialized = SubsSlice::extend_new(
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&mut subs.unspecialized_lambda_sets,
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[concrete_lambda],
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);
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let var = subs.fresh(Descriptor {
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content: Content::Error,
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rank: lambda_set_rank,
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mark: Mark::NONE,
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copy: OptVariable::NONE,
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});
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(var, unspecialized)
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};
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subs.set_content(
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// 2. Now, each `l` in `uls_a` has a unique unspecialized lambda of form `C:f:r`.
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var,
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// Sort `uls_a` primarily by `f` (arbitrary order), and secondarily by `r` in descending order.
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Content::LambdaSet(LambdaSet {
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uls_a.sort_by(|v1, v2| {
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solved,
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let unspec_1 = subs.get_subs_slice(subs.get_lambda_set(*v1).unspecialized);
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recursion_var,
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let unspec_2 = subs.get_subs_slice(subs.get_lambda_set(*v2).unspecialized);
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unspecialized,
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ambient_function,
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}),
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);
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var
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})
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.collect()
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})
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.collect();
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// 2. Now, each `l` in `uls_a` has a unique unspecialized lambda of form `C:f:r`.
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let Uls(_, f1, r1) = unique_unspecialized_lambda(subs, c_a, unspec_1).unwrap();
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// Sort `uls_a` primarily by `f` (arbitrary order), and secondarily by `r` in descending order.
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let Uls(_, f2, r2) = unique_unspecialized_lambda(subs, c_a, unspec_2).unwrap();
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uls_a.sort_by(|v1, v2| {
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let unspec_1 = subs.get_subs_slice(subs.get_lambda_set(*v1).unspecialized);
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let unspec_2 = subs.get_subs_slice(subs.get_lambda_set(*v2).unspecialized);
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let Uls(_, f1, r1) = unique_unspecialized_lambda(subs, c_a, unspec_1).unwrap();
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match f1.cmp(&f2) {
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let Uls(_, f2, r2) = unique_unspecialized_lambda(subs, c_a, unspec_2).unwrap();
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std::cmp::Ordering::Equal => {
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// Order by descending order of region.
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match f1.cmp(&f2) {
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r2.cmp(&r1)
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std::cmp::Ordering::Equal => {
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}
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// Order by descending order of region.
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ord => ord,
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r2.cmp(&r1)
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}
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}
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ord => ord,
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});
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}
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trace_compact!(2. subs, &uls_a);
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uls_a
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});
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});
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trace_compact!(2. subs, &uls_a);
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// 3. For each `l` in `uls_a` with unique unspecialized lambda `C:f:r`:
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// 3. For each `l` in `uls_a` with unique unspecialized lambda `C:f:r`:
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// 1. Let `t_f1` be the directly ambient function of the lambda set containing `C:f:r`. Remove `C:f:r` from `t_f1`'s lambda set.
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// 1. Let `t_f1` be the directly ambient function of the lambda set containing `C:f:r`. Remove `C:f:r` from `t_f1`'s lambda set.
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@ -2115,46 +2116,50 @@ fn compact_lambda_set<P: Phase>(
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// 2. Let `t_f2` be the directly ambient function of the specialization lambda set resolved by `C:f:r`.
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// 2. Let `t_f2` be the directly ambient function of the specialization lambda set resolved by `C:f:r`.
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// - For example, `(b -[[] + b:g:1]-> {})` if `C:f:r=Fo:f:2`, from the algorithm's running example.
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// - For example, `(b -[[] + b:g:1]-> {})` if `C:f:r=Fo:f:2`, from the algorithm's running example.
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// 3. Unify `t_f1 ~ t_f2`.
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// 3. Unify `t_f1 ~ t_f2`.
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let subs = subs_proxy.borrow_subs();
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let (target_rank, f, r, t_f1, specialization_decision) = subs_proxy.with_subs(|subs| {
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let LambdaSet {
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let LambdaSet {
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solved,
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solved,
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recursion_var,
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recursion_var,
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unspecialized,
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unspecialized,
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ambient_function: t_f1,
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ambient_function: t_f1,
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} = subs.get_lambda_set(this_lambda_set);
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} = subs.get_lambda_set(this_lambda_set);
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let target_rank = subs.get_rank(this_lambda_set);
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let target_rank = subs.get_rank(this_lambda_set);
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debug_assert!(!unspecialized.is_empty());
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debug_assert!(!unspecialized.is_empty());
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let unspecialized = subs.get_subs_slice(unspecialized);
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let unspecialized = subs.get_subs_slice(unspecialized);
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// 1. Let `t_f1` be the directly ambient function of the lambda set containing `C:f:r`.
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// 1. Let `t_f1` be the directly ambient function of the lambda set containing `C:f:r`.
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let Uls(c, f, r) = unique_unspecialized_lambda(subs, resolved_concrete, unspecialized).unwrap();
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let Uls(c, f, r) =
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unique_unspecialized_lambda(subs, resolved_concrete, unspecialized).unwrap();
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debug_assert!(subs.equivalent_without_compacting(c, resolved_concrete));
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debug_assert!(subs.equivalent_without_compacting(c, resolved_concrete));
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// 1b. Remove `C:f:r` from `t_f1`'s lambda set.
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// 1b. Remove `C:f:r` from `t_f1`'s lambda set.
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let new_unspecialized: Vec<_> = unspecialized
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let new_unspecialized: Vec<_> = unspecialized
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.iter()
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.iter()
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.filter(|Uls(v, _, _)| !subs.equivalent_without_compacting(*v, resolved_concrete))
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.filter(|Uls(v, _, _)| !subs.equivalent_without_compacting(*v, resolved_concrete))
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.copied()
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.copied()
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.collect();
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.collect();
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debug_assert_eq!(new_unspecialized.len(), unspecialized.len() - 1);
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debug_assert_eq!(new_unspecialized.len(), unspecialized.len() - 1);
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let t_f1_lambda_set_without_concrete = LambdaSet {
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let t_f1_lambda_set_without_concrete = LambdaSet {
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solved,
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solved,
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recursion_var,
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recursion_var,
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unspecialized: SubsSlice::extend_new(
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unspecialized: SubsSlice::extend_new(
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&mut subs.unspecialized_lambda_sets,
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&mut subs.unspecialized_lambda_sets,
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new_unspecialized,
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new_unspecialized,
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),
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),
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ambient_function: t_f1,
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ambient_function: t_f1,
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};
|
};
|
||||||
subs.set_content(
|
subs.set_content(
|
||||||
this_lambda_set,
|
this_lambda_set,
|
||||||
Content::LambdaSet(t_f1_lambda_set_without_concrete),
|
Content::LambdaSet(t_f1_lambda_set_without_concrete),
|
||||||
);
|
);
|
||||||
|
|
||||||
let specialization_decision = make_specialization_decision(subs, c);
|
let specialization_decision = make_specialization_decision(subs, c);
|
||||||
|
|
||||||
|
(target_rank, f, r, t_f1, specialization_decision)
|
||||||
|
});
|
||||||
|
|
||||||
let specialization_key = match specialization_decision {
|
let specialization_key = match specialization_decision {
|
||||||
SpecializeDecision::Specialize(key) => key,
|
SpecializeDecision::Specialize(key) => key,
|
||||||
|
@ -2181,25 +2186,26 @@ fn compact_lambda_set<P: Phase>(
|
||||||
Err(()) => {
|
Err(()) => {
|
||||||
// Do nothing other than to remove the concrete lambda to drop from the lambda set,
|
// Do nothing other than to remove the concrete lambda to drop from the lambda set,
|
||||||
// which we already did in 1b above.
|
// which we already did in 1b above.
|
||||||
trace_compact!(3iter_end_skipped. subs_proxy.borrow_subs(), t_f1);
|
subs_proxy.with_subs(|subs| trace_compact!(3iter_end_skipped. subs, t_f1));
|
||||||
return (Default::default(), Default::default());
|
return (Default::default(), Default::default());
|
||||||
}
|
}
|
||||||
};
|
};
|
||||||
|
|
||||||
// Ensure the specialized ambient function we'll unify with is not a generalized one, but one
|
subs_proxy.with_subs(|subs| {
|
||||||
// at the rank of the lambda set being compacted.
|
// Ensure the specialized ambient function we'll unify with is not a generalized one, but one
|
||||||
let t_f2 = subs_proxy.with_subs(|subs| deep_copy_var_in(subs, target_rank, pools, t_f2, arena));
|
// at the rank of the lambda set being compacted.
|
||||||
|
let t_f2 = deep_copy_var_in(subs, target_rank, pools, t_f2, arena);
|
||||||
|
|
||||||
// 3. Unify `t_f1 ~ t_f2`.
|
// 3. Unify `t_f1 ~ t_f2`.
|
||||||
let subs = subs_proxy.borrow_subs();
|
trace_compact!(3iter_start. subs, this_lambda_set, t_f1, t_f2);
|
||||||
trace_compact!(3iter_start. subs, this_lambda_set, t_f1, t_f2);
|
let (vars, new_must_implement_ability, new_lambda_sets_to_specialize, _meta) =
|
||||||
let (vars, new_must_implement_ability, new_lambda_sets_to_specialize, _meta) =
|
unify(subs, t_f1, t_f2, Mode::EQ).expect_success("ambient functions don't unify");
|
||||||
unify(subs, t_f1, t_f2, Mode::EQ).expect_success("ambient functions don't unify");
|
trace_compact!(3iter_end. subs, t_f1);
|
||||||
trace_compact!(3iter_end. subs, t_f1);
|
|
||||||
|
|
||||||
introduce(subs, target_rank, pools, &vars);
|
introduce(subs, target_rank, pools, &vars);
|
||||||
|
|
||||||
(new_must_implement_ability, new_lambda_sets_to_specialize)
|
(new_must_implement_ability, new_lambda_sets_to_specialize)
|
||||||
|
})
|
||||||
}
|
}
|
||||||
|
|
||||||
enum SpecializationTypeKey {
|
enum SpecializationTypeKey {
|
||||||
|
@ -2330,8 +2336,10 @@ fn get_specialization_lambda_set_ambient_function<P: Phase>(
|
||||||
.expect("lambda set region not resolved")
|
.expect("lambda set region not resolved")
|
||||||
});
|
});
|
||||||
|
|
||||||
let local_lset =
|
let local_lset = subs.copy_lambda_set_ambient_function_from_derived_to_subs(
|
||||||
subs.copy_lambda_set_var_from_derived_to_subs(specialized_lambda_set, target_rank);
|
specialized_lambda_set,
|
||||||
|
target_rank,
|
||||||
|
);
|
||||||
|
|
||||||
Ok(local_lset)
|
Ok(local_lset)
|
||||||
}
|
}
|
||||||
|
|
Loading…
Add table
Add a link
Reference in a new issue