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- The "terminator" of a recursive notation is now interpreted in the
environment in which it occurs rather than the environment at the
beginning of the recursive patterns.
Note that due to a tolerance in checking unbound variables of
notations, a variable unbound in the environment was still working
ok as long as no user-given variable was shadowing a private
variable of the notation - see the "exists_mixed" example in
test-suite.
Conversely, in a notation such as:
Notation "!! x .. y # A #" :=
((forall x, True), .. ((forall y, True), A) ..)
(at level 200, x binder).
Check !! a b # a=b #.
The unbound "a" was detected only at pretyping and not as expected
at internalizing time, due to "a=b" interpreted in context
containing a and b.
- Similarly, each binder is now interpreted in the environment in
which it occurs rather than as if the sequence of binders was
dependent from the left to the right (such a dependency was ok for
"forall" or "exists" but not in general).
For instance, in:
Notation "!! x .. y # A #" :=
((forall x, True), .. ((forall y, True), A) ..)
(at level 200, x binder).
Check !! (a:nat) (b:a=a) # True #.
The illegal dependency of the type of b in a was detected only at
pretyping time.
- If a let-in occurs in the sequence of binders of a notation with a
recursive pattern, it is now inserted in between the occurrences of
the iterator rather than glued with the forall/fun of the iterator.
For instance, in:
Notation "'exists_true' x .. y , P" :=
(exists x, True /\ .. (exists y, True /\ P) ..)
(at level 200, x binder).
Check exists_true '(x,y) (u:=0), x=y.
We now get
exists '(x, y), True /\ (let u := 0 in True /\ x = y)
while we had before the let-in breaking the repeated pattern:
exists '(x, y), (let u := 0 in True /\ x = y)
This is more compositional, and, in particular, the printer algorithm
now recognizes the pattern which is otherwise broken.
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- renaming lvar into ntnvars when relevant, for consistency
- renaming sometimes genv into env (intern_env) so as to remain
consistent with other parts of the code
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This works for contexts in Definition and co, but not yet for "fun" and co.
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The motivations are:
- To reflect the concrete syntax more closely.
- To factorize the different places where "contexts" are internalized:
before this patch, there is a different treatment of `Definition f
'(x,y) := x+y` and `Definition f := fun '(x,y) => x+y`, and a hack
to interpret `Definition f `pat := c : t`. With the patch, the fix
to avoid seeing a variable named `pat` works for both `fun 'x =>
...` and `Definition f 'x := ...`.
The drawbacks are:
- Counterpart to reflecting the concrete syntax more closerly, there
are more redundancies in the syntax. For instance, the case `CLetIn
(na,b,t,c)` can appears also in the form `CProdN (CLocalDef
(na,b,t)::rest,d)` and `CLambdaN (CLocalDef (na,b,t)::rest,d)`.
- Changes in the API, hence adaptation of plugins referring to `constr_expr` needed.
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Was apparently forgotten in a67bd7f9.
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We enforce that variables of the notation hide the variables in the
implicit-arguments map.
Will be useful when there will be a special map of single binders
when interpreting notations.
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We defer the computation of the universe quantification to the upper layer,
outside of the kernel.
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information.
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This ensures by construction that we never infer constraints outside
the variance model.
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Since cumulativity of an inductive type is the universe constraints
which make a term convertible with its universe-renamed copy, the only
constraints we can get are between a universe and its copy.
As such we do not need to be able to represent arbitrary constraints
between universes and copied universes in a double-sized ucontext,
instead we can just keep around an array describing whether a bound
universe is covariant, invariant or irrelevant (CIC has no
contravariant conversion rule).
Printing is fairly obtuse and should be improved: when we print the
CumulativityInfo we add marks to the universes of the instance: = for
invariant, + for covariant and * for irrelevant. ie
Record Foo@{i j k} := { foo : Type@{i} -> Type@{j} }.
Print Foo.
gives
Cumulative Record Foo : Type@{max(i+1, j+1)} := Build_Foo
{ foo : Type@{i} -> Type@{j} }
(* =i +j *k |= *)
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There is no way today to distinguish primitive projections from
compatibility constants, at least in the case of a record without
parameters.
We remedy to this by always using the r.(p) syntax when printing
primitive projections, even with Set Printing All.
The input syntax r.(p) is still elaborated to GApp, so that we can preserve
the compatibility layer. Hopefully we can make up a plan to get rid of that
layer, but it will require fixing a few problems.
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Fixes BZ#5726.
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Typeclasses.typeclass
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Unfortunately OCaml doesn't deprecate the constructors of a type when
the type alias is deprecated.
In this case it means that we don't get rid of the kernel dependency
unless we deprecate the constructors too.
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the kernel.
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We force the upper layers to extrude the universe constraints before sending
it to the kernel. This simplifies the suspicious handling of polymorphic
constraints for section-local definitions.
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This allows to statically ensure well-formedness properties.
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Let definitions have the same behaviour if they are ended with a Qed or a
Defined command, i.e. they are treated as if they were transparent. Indeed,
it doesn't make sense for them to be opaque as they are going to be expanded
away at the end of the section.
For an unknown reason, handling of side-effects in Let definitions considers
them as if they were opaque, i.e. the effects are inlined in the definition.
This discrepancy has bad consequences in the kernel, where one is forced to
juggle with universe constraints generated by polymorphic Let definitions.
As a first phase of cleaning, we simply enforce by typing that Let definitions
should be purified before reaching the kernel.
This has the intended side-effect to make side-effects persistent in Let
definitions, as if they were indeed truly transparent.
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We remove a lot of uses of `evar_map` ref in `vernac`, cleanup step
desirable to progress with EConstr there.
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same right-hand side.
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We fix quite a few types, and perform some cleanup wrt to the
evar_map, in particular we prefer to thread it now as otherwise
it may become trickier to check when we are using the correct one.
Thanks to @SkySkimmer for lots of comments and bug-finding.
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Moreover, when there are at least two clauses and the last most
factorizable one is a disjunction with no variables, turn it into a
catch-all clause.
Adding options
Unset Printing Allow Default Clause.
to deactivate the second behavior, and
Unset Printing Factorizable Match Patterns.
to deactivate the first behavior (deactivating the first one
deactivates also the second one).
E.g. printing
match x with Eq => 1 | _ => 0 end
gives
match x with
| Eq => 1
| _ => 0
end
or (with default clause deactivates):
match x with
| Eq => 1
| Lt | Gt => 0
end
More to be done, e.g. reconstructing multiple patterns in Nat.eqb...
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This is to have a better symmetry between CCases and GCases.
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to use among several of them
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- Regularly declared for for polymorphic constants
- Declared globally for monomorphic constants.
E.g mono@{i} := Type@{i} is printed as
mono@{mono.i} := Type@{mono.i}.
There can be a name clash if there's a module and a constant of the
same name. It is detected and is an error if the constant is first
but is not detected and the name for the constant not
registered (??) if the constant comes second.
Accept VarRef when registering universe binders
Fix two problems found by Gaëtan where binders were not registered properly
Simplify API substantially by not passing around a substructure of an
already carrier-around structure in interpretation/declaration code of
constants and proofs
Fix an issue of the stronger restrict universe context + no evd leak
This is uncovered by not having an evd leak in interp_definition, and
the stronger restrict_universe_context. This patch could be backported
to 8.7, it could also be triggered by the previous restrict_context I
think.
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They are now bound at the library + module level and can be qualified
and shadowed according to the usual rules of qualified names.
Parsing and printing of universes "u+n" done as well.
In sections, global universes are discharged as well, checking that
they can be defined globally when they are introduced
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We remove deprecated syntax "Coercion Local" and such, and seize the
opportunity to refactor some code around vernac_expr.
We also do a small fix on the STM classification, which didn't know about
Let Fixpoint and Let CoFixpoint.
This is a preliminary step for the work on attributes.
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See discussion on coq-club starting on 23 August 2016.
An open question: what priority to give to "abbreviations"?
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This reduces conversions between ContextSet/UContext and encodes
whether we are polymorphic by which constructor we use rather than
using some boolean.
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Also use constant_universes_entry instead of a bool flag to indicate
polymorphism in ParameterEntry.
There are a few places where we convert back to ContextSet because
check_univ_decl returns a UContext, this could be improved.
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We can enforce properties through check_univ_decl, or get an arbitrary
ordered context with UState.context / Evd.to_universe_context (the
later being a new wrapper of the former).
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Before sometimes there were lists and strings.
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constructs.
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Extending terms is notoriously difficult. We try to get more help from
the compiler by making sure such an extension will trigger non
exhaustive pattern matching warnings.
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Hugo Herbelin
Pierre-Marie Pédrot
Maxime Dénès
Gaëtan Gilbert
Tej Chajed
Tony Beta Lambda
Emilio Jesus Gallego Arias
Matthieu Sozeau