diff options
Diffstat (limited to 'engine/proofview.mli')
| -rw-r--r-- | engine/proofview.mli | 62 |
1 files changed, 18 insertions, 44 deletions
diff --git a/engine/proofview.mli b/engine/proofview.mli index 90be2f90ab..aae25b6f8f 100644 --- a/engine/proofview.mli +++ b/engine/proofview.mli @@ -13,7 +13,7 @@ state and returning a value of type ['a]. *) open Util -open Term +open EConstr (** Main state of tactics *) type proofview @@ -43,7 +43,7 @@ val compact : entry -> proofview -> entry * proofview empty [evar_map] (indeed a proof can be triggered by an incomplete pretyping), [init] takes an additional argument to represent the initial [evar_map]. *) -val init : Evd.evar_map -> (Environ.env * Term.types) list -> entry * proofview +val init : Evd.evar_map -> (Environ.env * types) list -> entry * proofview (** A [telescope] is a list of environment and conclusion like in {!init}, except that each element may depend on the previous @@ -52,7 +52,7 @@ val init : Evd.evar_map -> (Environ.env * Term.types) list -> entry * proofview [evar_map] is threaded in state passing style. *) type telescope = | TNil of Evd.evar_map - | TCons of Environ.env * Evd.evar_map * Term.types * (Evd.evar_map -> Term.constr -> telescope) + | TCons of Environ.env * Evd.evar_map * types * (Evd.evar_map -> constr -> telescope) (** Like {!init}, but goals are allowed to be dependent on one another. Dependencies between goals is represented with the type @@ -292,6 +292,7 @@ val tclEXTEND : unit tactic list -> unit tactic -> unit tactic list -> unit tact independent of backtracking in another. It is equivalent to [tclEXTEND [] tac []]. *) val tclINDEPENDENT : unit tactic -> unit tactic +val tclINDEPENDENTL: 'a tactic -> 'a list tactic (** {7 Goal manipulation} *) @@ -468,71 +469,48 @@ module Goal : sig data using {!assume} if you known you do not rely on the assumption of being normalized, at your own risk. - The second parameter is a stage indicating where the goal belongs. See - module {!Sigma}. *) - type ('a, 'r) t + type 'a t (** Assume that you do not need the goal to be normalized. *) - val assume : ('a, 'r) t -> ([ `NF ], 'r) t + val assume : 'a t -> [ `NF ] t (** Normalises the argument goal. *) - val normalize : ('a, 'r) t -> ([ `NF ], 'r) t tactic + val normalize : 'a t -> [ `NF ] t tactic (** [concl], [hyps], [env] and [sigma] given a goal [gl] return respectively the conclusion of [gl], the hypotheses of [gl], the environment of [gl] (i.e. the global environment and the hypotheses) and the current evar map. *) - val concl : ([ `NF ], 'r) t -> Term.constr - val hyps : ([ `NF ], 'r) t -> Context.Named.t - val env : ('a, 'r) t -> Environ.env - val sigma : ('a, 'r) t -> 'r Sigma.t - val extra : ('a, 'r) t -> Evd.Store.t - - (** Returns the goal's conclusion even if the goal is not - normalised. *) - val raw_concl : ('a, 'r) t -> Term.constr - - type ('a, 'b) enter = - { enter : 'r. ('a, 'r) t -> 'b } + val concl : 'a t -> constr + val hyps : 'a t -> named_context + val env : 'a t -> Environ.env + val sigma : 'a t -> Evd.evar_map + val extra : 'a t -> Evd.Store.t (** [nf_enter t] applies the goal-dependent tactic [t] in each goal independently, in the manner of {!tclINDEPENDENT} except that the current goal is also given as an argument to [t]. The goal is normalised with respect to evars. *) - val nf_enter : ([ `NF ], unit tactic) enter -> unit tactic + val nf_enter : ([ `NF ] t -> unit tactic) -> unit tactic (** Like {!nf_enter}, but does not normalize the goal beforehand. *) - val enter : ([ `LZ ], unit tactic) enter -> unit tactic + val enter : ([ `LZ ] t -> unit tactic) -> unit tactic (** Like {!enter}, but assumes exactly one goal under focus, raising *) (** an error otherwise. *) - val enter_one : ([ `LZ ], 'a tactic) enter -> 'a tactic - - type ('a, 'b) s_enter = - { s_enter : 'r. ('a, 'r) t -> ('b, 'r) Sigma.sigma } - - (** A variant of {!enter} allows to work with a monotonic state. The evarmap - returned by the argument is put back into the current state before firing - the returned tactic. *) - val s_enter : ([ `LZ ], unit tactic) s_enter -> unit tactic - - (** Like {!s_enter}, but normalizes the goal beforehand. *) - val nf_s_enter : ([ `NF ], unit tactic) s_enter -> unit tactic + val enter_one : ([ `LZ ] t -> 'a tactic) -> 'a tactic (** Recover the list of current goals under focus, without evar-normalization. FIXME: encapsulate the level in an existential type. *) - val goals : ([ `LZ ], 'r) t tactic list tactic + val goals : [ `LZ ] t tactic list tactic (** [unsolved g] is [true] if [g] is still unsolved in the current proof state. *) - val unsolved : ('a, 'r) t -> bool tactic + val unsolved : 'a t -> bool tactic (** Compatibility: avoid if possible *) - val goal : ([ `NF ], 'r) t -> Evar.t - - (** Every goal is valid at a later stage. FIXME: take a later evarmap *) - val lift : ('a, 'r) t -> ('r, 's) Sigma.le -> ('a, 's) t + val goal : [ `NF ] t -> Evar.t end @@ -619,8 +597,4 @@ module Notations : sig (** {!tclOR}: [t1+t2] = [tclOR t1 (fun _ -> t2)]. *) val (<+>) : 'a tactic -> 'a tactic -> 'a tactic - type ('a, 'b) enter = ('a, 'b) Goal.enter = - { enter : 'r. ('a, 'r) Goal.t -> 'b } - type ('a, 'b) s_enter = ('a, 'b) Goal.s_enter = - { s_enter : 'r. ('a, 'r) Goal.t -> ('b, 'r) Sigma.sigma } end |
