src/HOL/Tools/Sledgehammer/sledgehammer.ML
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(*  Title:      HOL/Tools/Sledgehammer/sledgehammer.ML
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    Author:     Fabian Immler, TU Muenchen
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    Author:     Makarius
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    Author:     Jasmin Blanchette, TU Muenchen
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Sledgehammer's heart.
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*)
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signature SLEDGEHAMMER =
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sig
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  type stature = ATP_Problem_Generate.stature
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  type fact = Sledgehammer_Fact.fact
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  type fact_override = Sledgehammer_Fact.fact_override
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  type proof_method = Sledgehammer_Proof_Methods.proof_method
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  type play_outcome = Sledgehammer_Proof_Methods.play_outcome
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  type mode = Sledgehammer_Prover.mode
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  type params = Sledgehammer_Prover.params
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  type induction_rules = Sledgehammer_Prover.induction_rules
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  type prover_problem = Sledgehammer_Prover.prover_problem
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  type prover_result = Sledgehammer_Prover.prover_result
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  datatype sledgehammer_outcome = SH_Some of prover_result | SH_Unknown | SH_Timeout | SH_None
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  val short_string_of_sledgehammer_outcome : sledgehammer_outcome -> string
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  val induction_rules_for_prover : Proof.context -> string -> induction_rules option ->
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    induction_rules
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  val play_one_line_proof : bool -> Time.time -> (string * stature) list -> Proof.state -> int ->
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    proof_method * proof_method list list -> (string * stature) list * (proof_method * play_outcome)
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  val string_of_factss : (string * fact list) list -> string
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  val run_sledgehammer : params -> mode -> (string -> unit) option -> int -> fact_override ->
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    Proof.state -> bool * (sledgehammer_outcome * string)
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end;
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structure Sledgehammer : SLEDGEHAMMER =
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struct
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open ATP_Util
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open ATP_Proof
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open ATP_Problem_Generate
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open Sledgehammer_Util
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open Sledgehammer_Fact
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open Sledgehammer_Proof_Methods
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open Sledgehammer_Isar_Proof
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open Sledgehammer_Isar_Preplay
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open Sledgehammer_Isar_Minimize
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open Sledgehammer_Prover
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open Sledgehammer_Prover_ATP
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open Sledgehammer_Prover_Minimize
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open Sledgehammer_MaSh
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datatype sledgehammer_outcome = SH_Some of prover_result | SH_Unknown | SH_Timeout | SH_None
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fun is_sledgehammer_outcome_some (SH_Some _) = true
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  | is_sledgehammer_outcome_some _ = false
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fun short_string_of_sledgehammer_outcome (SH_Some _) = "some"
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  | short_string_of_sledgehammer_outcome SH_Unknown = "unknown"
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  | short_string_of_sledgehammer_outcome SH_Timeout = "timeout"
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  | short_string_of_sledgehammer_outcome SH_None = "none"
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fun alternative f (SOME x) (SOME y) = SOME (f (x, y))
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  | alternative _ (x as SOME _) NONE = x
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  | alternative _ NONE (y as SOME _) = y
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  | alternative _ NONE NONE = NONE
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fun max_outcome outcomes =
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  let
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    val some = find_first (fn (SH_Some _, _) => true | _ => false) outcomes
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    val unknown = find_first (fn (SH_Unknown, _) => true | _ => false) outcomes
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    val timeout = find_first (fn (SH_Timeout, _) => true | _ => false) outcomes
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    val none = find_first (fn (SH_None, _) => true | _ => false) outcomes
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  in
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    some
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    |> alternative snd unknown
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    |> alternative snd timeout
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    |> alternative snd none
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    |> the_default (SH_Unknown, "")
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  end
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fun induction_rules_for_prover ctxt prover_name induction_rules =
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  the_default (if is_ho_atp ctxt prover_name then Include else Exclude) induction_rules
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fun is_metis_method (Metis_Method _) = true
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  | is_metis_method _ = false
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fun play_one_line_proof minimize timeout used_facts state i (preferred_meth, methss) =
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  (if timeout = Time.zeroTime then
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     (used_facts, (preferred_meth, Play_Timed_Out Time.zeroTime))
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   else
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     let
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       val ctxt = Proof.context_of state
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       val fact_names = used_facts |> filter_out (fn (_, (sc, _)) => sc = Chained) |> map fst
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       val {facts = chained, goal, ...} = Proof.goal state
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       val goal_t = Logic.get_goal (Thm.prop_of goal) i
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       fun try_methss [] [] = (used_facts, (preferred_meth, Play_Timed_Out Time.zeroTime))
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         | try_methss ress [] =
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           (used_facts,
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            (case AList.lookup (op =) ress preferred_meth of
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              SOME play => (preferred_meth, play)
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            | NONE => hd (sort (play_outcome_ord o apply2 snd) (rev ress))))
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         | try_methss ress (meths :: methss) =
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           let
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             fun mk_step fact_names meths =
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               Prove {
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                 qualifiers = [],
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                 obtains = [],
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                 label = ("", 0),
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                 goal = goal_t,
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                 subproofs = [],
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                 facts = ([], fact_names),
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                 proof_methods = meths,
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                 comment = ""}
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           in
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             (case preplay_isar_step ctxt chained timeout [] (mk_step fact_names meths) of
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               (res as (meth, Played time)) :: _ =>
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               (* if a fact is needed by an ATP, it will be needed by "metis" *)
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               if not minimize orelse is_metis_method meth then
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                 (used_facts, res)
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               else
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                 let
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                   val (time', used_names') =
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                     minimized_isar_step ctxt chained time (mk_step fact_names [meth])
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                     ||> (facts_of_isar_step #> snd)
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                   val used_facts' = filter (member (op =) used_names' o fst) used_facts
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                 in
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                   (used_facts', (meth, Played time'))
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                 end
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             | ress' => try_methss (ress' @ ress) methss)
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           end
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     in
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       try_methss [] methss
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     end)
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  |> (fn (used_facts, (meth, play)) =>
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        (used_facts |> filter_out (fn (_, (sc, _)) => sc = Chained), (meth, play)))
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fun launch_prover (params as {verbose, spy, max_facts, induction_rules, ...}) mode only learn
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    ({comment, state, goal, subgoal, subgoal_count, factss, found_proof} : prover_problem) name =
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  let
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    val ctxt = Proof.context_of state
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    val _ = spying spy (fn () => (state, subgoal, name, "Launched"))
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    val max_facts = max_facts |> the_default (default_max_facts_of_prover ctxt name)
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    val num_facts =
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      (case factss of
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        (_, facts) :: _ => length facts |> not only ? Integer.min max_facts
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      | _ => 0)
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    val induction_rules = induction_rules_for_prover ctxt name induction_rules
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    val problem =
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      {comment = comment, state = state, goal = goal, subgoal = subgoal,
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       subgoal_count = subgoal_count,
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       factss = factss
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         (* We take num_facts because factss contains the maximum of all called provers. *)
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         |> map (apsnd (take num_facts o maybe_filter_out_induction_rules induction_rules)),
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       found_proof = found_proof}
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    fun print_used_facts used_facts used_from =
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      tag_list 1 used_from
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      |> map (fn (j, fact) => fact |> apsnd (K j))
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      |> filter_used_facts false used_facts
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      |> map (fn ((name, _), j) => name ^ "@" ^ string_of_int j)
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      |> commas
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      |> prefix ("Fact" ^ plural_s num_facts ^ " in " ^ quote name ^
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        " proof (of " ^ string_of_int num_facts ^ "): ")
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      |> writeln
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    fun spying_str_of_res ({outcome = NONE, used_facts, used_from, ...} : prover_result) =
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        let
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          val num_used_facts = length used_facts
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          fun find_indices facts =
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            tag_list 1 facts
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            |> map (fn (j, fact) => fact |> apsnd (K j))
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            |> filter_used_facts false used_facts
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            |> distinct (eq_fst (op =))
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            |> map (prefix "@" o string_of_int o snd)
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          fun filter_info (fact_filter, facts) =
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            let
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              val indices = find_indices facts
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              (* "Int.max" is there for robustness -- it shouldn't be necessary *)
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              val unknowns = replicate (Int.max (0, num_used_facts - length indices)) "?"
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            in
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              (commas (indices @ unknowns), fact_filter)
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            end
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          val filter_infos =
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            map filter_info (("actual", used_from) :: factss)
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            |> AList.group (op =)
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            |> map (fn (indices, fact_filters) => commas fact_filters ^ ": " ^ indices)
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        in
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          "Success: Found proof with " ^ string_of_int num_used_facts ^ " of " ^
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          string_of_int num_facts ^ " fact" ^ plural_s num_facts ^
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          (if num_used_facts = 0 then "" else ": " ^ commas filter_infos)
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        end
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      | spying_str_of_res {outcome = SOME failure, ...} =
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        "Failure: " ^ string_of_atp_failure failure
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 in
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  problem
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  |> get_minimizing_prover ctxt mode learn name params
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  |> verbose ? tap (fn {outcome = NONE, used_facts as _ :: _, used_from, ...} =>
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      print_used_facts used_facts used_from
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    | _ => ())
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  |> spy ? tap (fn res => spying spy (fn () => (state, subgoal, name, spying_str_of_res res)))
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 end
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fun preplay_prover_result ({ minimize, preplay_timeout, ...} : params) state subgoal
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    (result as {outcome, used_facts, preferred_methss, message, ...} : prover_result) =
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  let
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    val output =
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      if outcome = SOME ATP_Proof.TimedOut then
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        SH_Timeout
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      else if is_some outcome then
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        SH_None
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      else
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        SH_Some result
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    fun output_message () = message (fn () =>
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      play_one_line_proof minimize preplay_timeout used_facts state subgoal preferred_methss)
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  in
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    (output, output_message)
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  end
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fun check_expected_outcome ctxt prover_name expect outcome =
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  let
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    val outcome_code = short_string_of_sledgehammer_outcome outcome
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  in
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    (* The "expect" argument is deliberately ignored if the prover is
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       missing so that the "Metis_Examples" can be processed on any
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       machine. *)
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    if expect = "" orelse outcome_code = expect orelse
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       not (is_prover_installed ctxt prover_name) then
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      ()
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    else
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      error ("Unexpected outcome: " ^ quote outcome_code)
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  end
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fun launch_prover_and_preplay (params as {debug, timeout, expect, ...}) mode writeln_result only
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    learn (problem as {state, subgoal, ...}) prover_name =
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  let
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    val ctxt = Proof.context_of state
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    val hard_timeout = Time.scale 5.0 timeout
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    fun really_go () =
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      launch_prover params mode only learn problem prover_name
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      |> preplay_prover_result params state subgoal
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    fun go () =
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      if debug then
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        really_go ()
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      else
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        (really_go ()
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         handle
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           ERROR msg => (SH_Unknown, fn () => "Error: " ^ msg ^ "\n")
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         | exn =>
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           if Exn.is_interrupt exn then Exn.reraise exn
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           else (SH_Unknown, fn () => "Internal error:\n" ^ Runtime.exn_message exn ^ "\n"))
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    val (outcome, message) = Timeout.apply hard_timeout go ()
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    val () = check_expected_outcome ctxt prover_name expect outcome
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    val message = message ()
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    val () =
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      if mode <> Auto_Try andalso is_sledgehammer_outcome_some outcome orelse mode = Normal then
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        the_default writeln writeln_result (quote prover_name ^ ": " ^ message)
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      else
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        ()
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  in
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    (outcome, message)
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  end
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val auto_try_max_facts_divisor = 2 (* FUDGE *)
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fun string_of_facts facts =
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  "Including " ^ string_of_int (length facts) ^ " relevant fact" ^ plural_s (length facts) ^ ": " ^
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  (facts |> map (fst o fst) |> space_implode " ")
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fun string_of_factss factss =
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  if forall (null o snd) factss then
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    "Found no relevant facts"
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  else
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    cat_lines (map (fn (filter, facts) =>
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      (if filter = "" then "" else quote filter ^ ": ") ^ string_of_facts facts) factss)
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fun run_sledgehammer (params as {verbose, spy, provers, induction_rules, max_facts, ...}) mode
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    writeln_result i (fact_override as {only, ...}) state =
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  if null provers then
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    error "No prover is set"
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  else
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    (case subgoal_count state of
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      0 => (error "No subgoal!"; (false, (SH_None, "")))
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    | n =>
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      let
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        val _ = Proof.assert_backward state
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        val print = if mode = Normal andalso is_none writeln_result then writeln else K ()
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        val found_proof =
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          if mode = Normal then
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            let val proof_found = Synchronized.var "proof_found" false in
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              fn () =>
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                if Synchronized.change_result proof_found (rpair true) then ()
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                else (writeln_result |> the_default writeln) "Proof found..."
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            end
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          else
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            I
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        val ctxt = Proof.context_of state
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        val inst_inducts = induction_rules = SOME Instantiate
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        val {facts = chained_thms, goal, ...} = Proof.goal state
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        val (_, hyp_ts, concl_t) = strip_subgoal goal i ctxt
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        val _ =
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          (case find_first (not o is_prover_supported ctxt) provers of
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            SOME name => error ("No such prover: " ^ name)
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          | NONE => ())
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        val _ = print "Sledgehammering..."
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        val _ = spying spy (fn () => (state, i, "***", "Starting " ^ str_of_mode mode ^ " mode"))
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        val ({elapsed, ...}, all_facts) = Timing.timing
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          (nearly_all_facts_of_context ctxt inst_inducts fact_override chained_thms hyp_ts) concl_t
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        val _ = spying spy (fn () => (state, i, "All",
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          "Extracting " ^ string_of_int (length all_facts) ^ " facts from background theory in " ^
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          string_of_int (Time.toMilliseconds elapsed) ^ " ms"))
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        val spying_str_of_factss =
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          commas o map (fn (filter, facts) => filter ^ ": " ^ string_of_int (length facts))
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        fun get_factss provers =
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          let
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            val max_max_facts =
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              (case max_facts of
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                SOME n => n
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              | NONE =>
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                0 |> fold (Integer.max o default_max_facts_of_prover ctxt) provers
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                  |> mode = Auto_Try ? (fn n => n div auto_try_max_facts_divisor))
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            val ({elapsed, ...}, factss) = Timing.timing
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              (relevant_facts ctxt params (hd provers) max_max_facts fact_override hyp_ts concl_t)
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              all_facts
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            val () = spying spy (fn () => (state, i, "All",
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              "Filtering facts in " ^ string_of_int (Time.toMilliseconds elapsed) ^
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              " ms (MaSh algorithm: " ^ str_of_mash_algorithm (the_mash_algorithm ()) ^ ")"));
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            val () = if verbose then print (string_of_factss factss) else ()
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            val () = spying spy (fn () =>
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              (state, i, "All", "Selected facts: " ^ spying_str_of_factss factss))
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          in
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            factss
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          end
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        fun launch_provers () =
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          let
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            val factss = get_factss provers
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            val problem =
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              {comment = "", state = state, goal = goal, subgoal = i, subgoal_count = n,
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               factss = factss, found_proof = found_proof}
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            val learn = mash_learn_proof ctxt params (Thm.prop_of goal)
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            val launch = launch_prover_and_preplay params mode writeln_result only learn
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          in
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            if mode = Auto_Try then
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              (SH_Unknown, "")
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              |> fold (fn prover => fn accum as (SH_Some _, _) => accum | _ => launch problem prover)
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                provers
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            else
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              (learn chained_thms;
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               provers
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               |> Par_List.map (launch problem)
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               |> max_outcome)
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          end
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      in
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        launch_provers ()
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        handle Timeout.TIMEOUT _ =>
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          (print "Sledgehammer ran out of time"; (SH_Timeout, ""))
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      end
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      |> `(fn (outcome, _) => is_sledgehammer_outcome_some outcome))
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end;