package coq

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package coq
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Notations

val notation_cat : Libobject.category
val pr_notation : Constrexpr.notation -> Pp.t

Printing

val notation_entry_eq : Constrexpr.notation_entry -> Constrexpr.notation_entry -> bool

Equality on notation_entry.

val notation_entry_level_eq : Constrexpr.notation_entry_level -> Constrexpr.notation_entry_level -> bool

Equality on notation_entry_level.

val notation_eq : Constrexpr.notation -> Constrexpr.notation -> bool

Equality on notation.

module NotationSet : Stdlib.Set.S with type elt = Constrexpr.notation
module NotationMap : CMap.ExtS with type key = Constrexpr.notation and module Set := NotationSet
module SpecificNotationSet : Stdlib.Set.S with type elt = Constrexpr.specific_notation
Scopes

A scope is a set of interpreters for symbols + optional interpreter and printers for integers + optional delimiters

type delimiters = string
type scope
type scopes

= scope_name list

val declare_scope : Notation_term.scope_name -> unit
val ensure_scope : Notation_term.scope_name -> unit
val current_scopes : unit -> scopes
val scope_is_open_in_scopes : Notation_term.scope_name -> scopes -> bool

Check where a scope is opened or not in a scope list, or in * the current opened scopes

val scope_is_open : Notation_term.scope_name -> bool

Open scope

val open_close_scope : (bool * bool * Notation_term.scope_name) -> unit
val empty_scope_stack : scopes

Extend a list of scopes

val push_scope : Notation_term.scope_name -> scopes -> scopes
val find_scope : Notation_term.scope_name -> scope

Declare delimiters for printing

val declare_delimiters : Notation_term.scope_name -> delimiters -> unit
val remove_delimiters : Notation_term.scope_name -> unit
val find_delimiters_scope : ?loc:Loc.t -> delimiters -> Notation_term.scope_name
Declare and uses back and forth an interpretation of primitive token

A number interpreter is the pair of an interpreter for **(hexa)decimal** numbers in terms and an optional interpreter in pattern, if non integer or negative numbers are not supported, the interpreter must fail with an appropriate error message

type notation_location = (Names.DirPath.t * Names.DirPath.t) * string
type required_module = Libnames.full_path * string list
type rawnum = NumTok.Signed.t

The unique id string below will be used to refer to a particular registered interpreter/uninterpreter of number or string notation. Using the same uid for different (un)interpreters will fail. If at most one interpretation of prim token is used per scope, then the scope name could be used as unique id.

type prim_token_uid = string
type 'a prim_token_interpreter = ?loc:Loc.t -> 'a -> Glob_term.glob_constr
type 'a prim_token_uninterpreter = Glob_term.any_glob_constr -> 'a option
type 'a prim_token_interpretation = 'a prim_token_interpreter * 'a prim_token_uninterpreter
val register_rawnumeral_interpretation : ?allow_overwrite:bool -> prim_token_uid -> rawnum prim_token_interpretation -> unit
val register_bignumeral_interpretation : ?allow_overwrite:bool -> prim_token_uid -> Z.t prim_token_interpretation -> unit
val register_string_interpretation : ?allow_overwrite:bool -> prim_token_uid -> string prim_token_interpretation -> unit

* Number notation

type prim_token_notation_error =
  1. | UnexpectedTerm of Constr.t
  2. | UnexpectedNonOptionTerm of Constr.t
exception PrimTokenNotationError of string * Environ.env * Evd.evar_map * prim_token_notation_error
type numnot_option =
  1. | Nop
  2. | Warning of NumTok.UnsignedNat.t
  3. | Abstract of NumTok.UnsignedNat.t
type int_ty = {
  1. dec_uint : Names.inductive;
  2. dec_int : Names.inductive;
  3. hex_uint : Names.inductive;
  4. hex_int : Names.inductive;
  5. uint : Names.inductive;
  6. int : Names.inductive;
}
type z_pos_ty = {
  1. z_ty : Names.inductive;
  2. pos_ty : Names.inductive;
}
type number_ty = {
  1. int : int_ty;
  2. decimal : Names.inductive;
  3. hexadecimal : Names.inductive;
  4. number : Names.inductive;
}
type pos_neg_int63_ty = {
  1. pos_neg_int63_ty : Names.inductive;
}
type target_kind =
  1. | Int of int_ty
  2. | UInt of int_ty
  3. | Z of z_pos_ty
  4. | Int63 of pos_neg_int63_ty
  5. | Float64
  6. | Number of number_ty
type string_target_kind =
  1. | ListByte
  2. | Byte
type option_kind =
  1. | Option
  2. | Direct
type 'target conversion_kind = 'target * option_kind
type to_post_arg =
  1. | ToPostCopy
  2. | ToPostAs of int
  3. | ToPostHole
  4. | ToPostCheck of Constr.t

A postprocessing translation to_post can be done after execution of the to_ty interpreter. The reverse translation is performed before the of_ty uninterpreter.

to_post is an array of n lists l_i of tuples (f, t, args). When the head symbol of the translated term matches one of the f in the list l_0 it is replaced by t and its arguments are translated acording to args where ToPostCopy means that the argument is kept unchanged and ToPostAs k means that the argument is recursively translated according to l_k. ToPostHole introduces an additional implicit argument hole (in the reverse translation, the corresponding argument is removed). ToPostCheck r behaves as ToPostCopy except in the reverse translation which fails if the copied term is not r. When n is null, no translation is performed.

type ('target, 'warning) prim_token_notation_obj = {
  1. to_kind : 'target conversion_kind;
  2. to_ty : Names.GlobRef.t;
  3. to_post : (Names.GlobRef.t * Names.GlobRef.t * to_post_arg list) list array;
  4. of_kind : 'target conversion_kind;
  5. of_ty : Names.GlobRef.t;
  6. ty_name : Libnames.qualid;
  7. warning : 'warning;
}
type number_notation_obj = (target_kind, numnot_option) prim_token_notation_obj
type string_notation_obj = (string_target_kind, unit) prim_token_notation_obj
type prim_token_interp_info =
  1. | Uid of prim_token_uid
  2. | NumberNotation of number_notation_obj
  3. | StringNotation of string_notation_obj
type prim_token_infos = {
  1. pt_local : bool;
    (*

    Is this interpretation local?

    *)
  2. pt_scope : Notation_term.scope_name;
    (*

    Concerned scope

    *)
  3. pt_interp_info : prim_token_interp_info;
    (*

    Unique id "pointing" to (un)interp functions, OR a number notation object describing (un)interp functions

    *)
  4. pt_required : required_module;
    (*

    Module that should be loaded first

    *)
  5. pt_refs : Names.GlobRef.t list;
    (*

    Entry points during uninterpretation

    *)
  6. pt_in_match : bool;
    (*

    Is this prim token legal in match patterns ?

    *)
}

Note: most of the time, the pt_refs field above will contain inductive constructors (e.g. O and S for nat). But it could also be injection functions such as IZR for reals.

Activate a prim token interpretation whose unique id and functions have already been registered.

val enable_prim_token_interpretation : prim_token_infos -> unit

Compatibility. Avoid the next two functions, they will now store unnecessary objects in the library segment. Instead, combine register_*_interpretation and enable_prim_token_interpretation (the latter inside a Mltop.declare_cache_obj).

val declare_numeral_interpreter : ?local:bool -> Notation_term.scope_name -> required_module -> Z.t prim_token_interpreter -> (Glob_term.glob_constr list * Z.t prim_token_uninterpreter * bool) -> unit
val declare_string_interpreter : ?local:bool -> Notation_term.scope_name -> required_module -> string prim_token_interpreter -> (Glob_term.glob_constr list * string prim_token_uninterpreter * bool) -> unit

Return the term/cases_pattern bound to a primitive token in a given scope context

val interp_prim_token_cases_pattern_expr : ?loc:Loc.t -> (Names.GlobRef.t -> unit) -> Constrexpr.prim_token -> Notation_term.subscopes -> Glob_term.glob_constr * (notation_location * Notation_term.scope_name option)

Return the primitive token associated to a term/cases_pattern; raise No_match if no such token

val uninterp_prim_token_cases_pattern : 'a Glob_term.cases_pattern_g -> Notation_term.subscopes -> Names.Name.t * Constrexpr.prim_token * delimiters option
val availability_of_prim_token : Constrexpr.prim_token -> Notation_term.scope_name -> Notation_term.subscopes -> delimiters option option
Declare and interpret back and forth a notation
type interp_rule =
  1. | NotationRule of Constrexpr.specific_notation
  2. | SynDefRule of Names.KerName.t

Binds a notation in a given scope to an interpretation

type notation_use =
  1. | OnlyPrinting
  2. | OnlyParsing
  3. | ParsingAndPrinting
val declare_uninterpretation : ?also_in_cases_pattern:bool -> interp_rule -> Notation_term.interpretation -> unit
type entry_coercion_kind =
  1. | IsEntryCoercion of Constrexpr.notation_entry_level
  2. | IsEntryGlobal of string * int
  3. | IsEntryIdent of string * int
val declare_notation : (Constrexpr.notation_with_optional_scope * Constrexpr.notation) -> Notation_term.interpretation -> notation_location -> use:notation_use -> also_in_cases_pattern:bool -> entry_coercion_kind option -> Deprecation.t option -> unit

Return the interpretation bound to a notation

type notation_applicative_status =
  1. | AppBoundedNotation of int
  2. | AppUnboundedNotation
  3. | NotAppNotation
val uninterp_notations : 'a Glob_term.glob_constr_g -> notation_rule list

Return the possible notations for a given term

val uninterp_cases_pattern_notations : 'a Glob_term.cases_pattern_g -> notation_rule list
val uninterp_ind_pattern_notations : Names.inductive -> notation_rule list
val availability_of_notation : Constrexpr.specific_notation -> Notation_term.subscopes -> (Notation_term.scope_name option * delimiters option) option

Test if a notation is available in the scopes context scopes; if available, the result is not None; the first argument is itself not None if a delimiters is needed

val is_printing_inactive_rule : interp_rule -> Notation_term.interpretation -> bool
Miscellaneous
val interp_notation_as_global_reference : ?loc:Loc.t -> head:bool -> (Names.GlobRef.t -> bool) -> Constrexpr.notation_key -> delimiters option -> Names.GlobRef.t

If head is true, also allows applied global references.

val declare_arguments_scope : bool -> Names.GlobRef.t -> Notation_term.scope_name option list -> unit

Declares and looks for scopes associated to arguments of a global ref

val find_arguments_scope : Names.GlobRef.t -> Notation_term.scope_name option list
type scope_class
val scope_class_compare : scope_class -> scope_class -> int

Comparison of scope_class

val subst_scope_class : Environ.env -> Mod_subst.substitution -> scope_class -> scope_class option
val declare_scope_class : Notation_term.scope_name -> scope_class -> unit
val declare_ref_arguments_scope : Evd.evar_map -> Names.GlobRef.t -> unit
val compute_arguments_scope : Environ.env -> Evd.evar_map -> EConstr.types -> Notation_term.scope_name option list
val compute_type_scope : Environ.env -> Evd.evar_map -> EConstr.types -> Notation_term.scope_name option
val current_type_scope_name : unit -> Notation_term.scope_name option

Get the current scope bound to Sortclass, if it exists

val scope_class_of_class : Coercionops.cl_typ -> scope_class

Building notation key

type symbol =
  1. | Terminal of string
  2. | NonTerminal of Names.Id.t
  3. | SProdList of Names.Id.t * symbol list
  4. | Break of int
val symbol_eq : symbol -> symbol -> bool
val make_notation_key : Constrexpr.notation_entry -> symbol list -> Constrexpr.notation

Make/decompose a notation of the form "_ U _"

val decompose_notation_key : Constrexpr.notation -> Constrexpr.notation_entry * symbol list
type notation_symbols = {
  1. recvars : (Names.Id.t * Names.Id.t) list;
  2. mainvars : Names.Id.t list;
  3. symbols : symbol list;
}
val decompose_raw_notation : string -> notation_symbols

Decompose a notation of the form "a 'U' b" together with the lists of pairs of recursive variables and the list of all variables binding in the notation

val pr_scope_class : scope_class -> Pp.t

Prints scopes (expects a pure aconstr printer)

val pr_scopes : (Glob_term.glob_constr -> Pp.t) -> Pp.t
val pr_visibility : (Glob_term.glob_constr -> Pp.t) -> Notation_term.scope_name option -> Pp.t
val make_notation_entry_level : Constrexpr.notation_entry -> Constrexpr.entry_level -> Constrexpr.notation_entry_level
type entry_coercion = (Constrexpr.notation_with_optional_scope * Constrexpr.notation) list
val declare_entry_coercion : Constrexpr.specific_notation -> Constrexpr.entry_level option -> Constrexpr.notation_entry_level -> unit
val availability_of_entry_coercion : Constrexpr.notation_entry_level -> Constrexpr.notation_entry_level -> entry_coercion option
val declare_custom_entry_has_global : string -> int -> unit
val declare_custom_entry_has_ident : string -> int -> unit
val entry_has_global : Constrexpr.notation_entry_level -> bool
val entry_has_ident : Constrexpr.notation_entry_level -> bool

Dealing with precedences

val level_eq : level -> level -> bool
val entry_relative_level_eq : Constrexpr.entry_relative_level -> Constrexpr.entry_relative_level -> bool
Declare and test the level of a (possibly uninterpreted) notation
val declare_notation_level : Constrexpr.notation -> level -> unit
val level_of_notation : Constrexpr.notation -> level

raise Not_found if not declared

Rem: printing rules for primitive token are canonical

val with_notation_protection : ('a -> 'b) -> 'a -> 'b
val int63_of_pos_bigint : Z.t -> Uint63.t

Conversion from bigint to int63

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