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The old algorithm was relying on list membership, which is O(n). This was
nefarious for terms with many binders. We use instead sets in O(log n).
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Introduce a "+" modifier for universe and constraint declarations to
indicate that these can be extended in the final definition/proof. By
default [Definition f] is equivalent to [Definition f@{+|+}], i.e
universes can be introduced and constraints as well. For [f@{}] or
[f@{i j}], the constraints can be extended, no universe introduced, to
maintain compatibility with existing developments. Use [f@{i j | }] to
indicate that no constraint (nor universe) can be introduced. These
kind of definitions could benefit from asynchronous processing.
Declarations of universe binders and constraints also works for
monomorphic definitions.
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Conditions for printing 'pat were incomplete.
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Was causing a failure to print recursive binders used twice or more in
the same notation.
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When a proper notation variable occurred only in a recursive pattern
of the notation, the notation was wrongly considered non printable due
(the side effect that function compare_glob_constr and that
mk_glob_constr_eq does not do anymore was indeed done by aux' but
thrown away). This fixes it.
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For instance, we don't want "id@{u}" to be coerced to id, or "?[n]" to "_".
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When we used to parse to a glob_sort but always give an empty list in
the GType case we can now parse directly to Sorts.family.
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The internal detype function takes an additional arguments dictating
whether it should be eager or lazy.
We introduce a new type of delayed `DAst.t` AST nodes and use it for
`glob_constr`.
Such type, instead of only containing a value, it can contain a lazy
computation too. We use a GADT to discriminate between both uses
statically, so that no delayed terms ever happen to be
marshalled (which would raise anomalies).
We also fix a regression in the test-suite:
Mixing laziness and effects is a well-known hell. Here, an exception
that was raised for mere control purpose was delayed and raised at a
later time as an anomaly. We make the offending function eager.
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restructuration
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This allows to issue a more appropriate message when a notation with a
{ } cannot be defined because of an incompatible level. E.g.:
Notation "{ A } + B" := (sumbool A B) (at level 20).
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- Formerly, notations such as "{ A } + { B }" were typically split
into "{ _ }" and "_ + _". We keep the split only for parsing, which
is where it is really needed, but not anymore for interpretation,
nor printing.
- As a consequence, one notation string can give rise to several
grammar entries, but still only one printing entry.
- As another consequence, "{ A } + { B }" and "A + { B }" must be
reserved to be used, which is after all the natural expectation,
even if the sublevels are constrained.
- We also now keep the information "is ident", "is binder" in the
"key" characterizing the level of a notation.
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(from module List).
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This is a second try at removing the hooks for the legacy xml export
system which can't currently be tested.
It is also not included in the API, so it should either be included in
it or this PR be applied.
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Use the functional interface understand_tcc instead.
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This was already the case, but the API was not exposing this.
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The use of template polymorphism in constants was quite limited, as it
only applied to definitions that were exactly inductive types without any
parameter whatsoever. Furthermore, it seems that following the introduction
of polymorphic definitions, the code path enforced regular polymorphism as
soon as the type of a definition was given, which was in practice almost
always.
Removing this feature had no observable effect neither on the test-suite,
nor on any development that we monitor on Travis. I believe it is safe to
assume it was nowadays useless.
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This is actually useless, the code does not depend on the value of the
entry for side-effects.
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Instead of relying on a mutable state in the object pushed on the libstack,
we export an API in the kernel that exports the side-effects of a given
entry in the global environment.
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We sprinkle a few GADTs in the kernel in order to statically ensure that
entries are pure, so that we get stronger invariants.
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We use an algebraic type instead of a pair of a boolean and the corresponding
data. For now, this is isomorphic, but this allows later change in the structure.
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We move a bunch of modules (`Impargs`, `Declare`, `Ind_tables`,
`Miscprint`) to their proper place as they were declared in different
`mllib` files than the one in their directory.
In some cases this could be refined but we don't do anything fancy, we
just reflect the status quo.
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Note that localisation cannot be perfect anyways, as in the following
example, where there is no way to highlight in the original input a
syntactically stand-alone subterm where the error occurs.
> Check forall (y:nat) (x:=0), y.
> ^^^^^^^^^^^^^^^^^^^^^^^^
Error: In environment
y : nat
The term "let x := 0 in y" has type "nat" which should be Set, Prop or Type.
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We add new API to the printer to allows toggling the printing of
individual notations and scopes:
```ocaml
val toggle_scope_printing :
scope:Notation_term.scope_name -> activate:bool -> unit
val toggle_notation_printing :
?scope:Notation_term.scope_name -> notation:Constrexpr.notation -> activate:bool -> unit
```
This API is meant to be used by ML plugins.
[this commit includes some refactoring by EJGA]
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This new function is similar to declare_numeral_interpreter,
but works on a lower level : instead of bigint, numbers are
represented as string of their decimal digits (plus a boolean sign)
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This string contains the base-10 representation of the number (big endian)
Note that some inner parsing stuff still uses bigints, see egramcoq.ml
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short econstr-cleaning of record.ml
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Pierre-Marie Pédrot
Maxime Dénès
Matthieu Sozeau
Hugo Herbelin
Gaëtan Gilbert
Emilio Jesus Gallego Arias
Matej Košík
Pierre Letouzey
Guillaume Melquiond
Théo Zimmermann
Paul Steckler