package goblint
Static analysis framework for C
Install
dune-project
Dependency
Authors
Maintainers
Sources
goblint-2.6.0.tbz
sha256=20d5b7332a9f6072ab9ba86c4a53b898eaf681286c56a8805c41850bbf3ddf41
sha512=7c7685cfcd9aa866bc40e813df2bfcb3c79b3d40e615d8d6d0939c5798b9d70dd7f2ba87a741f5ba0ce891e9d254627207fb28057f1f2f6611e4e0d128fd6a71
doc/src/goblint.solver/td3UpdateRule.ml.html
Source file td3UpdateRule.ml
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(** Narrowing strategies for side-effects *) open Batteries open Goblint_constraint.ConstrSys open Messages module type S = functor (S:EqConstrSys) -> functor (HM:Hashtbl.S with type key = S.v) -> functor (VS:Set.S with type elt = S.v) -> sig type data type eq_wrapper = S.v -> ((S.v -> S.d -> unit) -> S.d) -> S.d val create_empty_data : unit -> data val copy_marshal: data -> data val relift_marshal: data -> data val register_start: data -> S.v -> S.d -> unit val get_wrapper: solve_widen:(S.v -> unit) -> init:(S.v -> unit) -> stable:unit HM.t -> data:data -> sides:VS.t HM.t -> add_sides: (S.v -> S.v -> unit) -> rho: S.d HM.t -> destabilize: (S.v -> unit) -> side: (?x:S.v -> S.v -> S.d -> unit) -> assert_can_receive_side: (S.v -> unit) -> eq_wrapper end (** Inactive *) module Inactive:S = functor (S:EqConstrSys) -> functor (HM:Hashtbl.S with type key = S.v) -> functor (VS:Set.S with type elt = S.v) -> struct type data = unit type eq_wrapper = S.v -> ((S.v -> S.d -> unit) -> S.d) -> S.d let create_empty_data () = () let copy_marshal _ = () let relift_marshal _ = () let register_start _ _ _ = () let get_wrapper ~solve_widen ~init ~stable ~data ~sides ~add_sides ~rho ~destabilize ~(side:?x:S.v -> S.v -> S.d -> unit) ~assert_can_receive_side = (fun x eqx -> eqx (side ~x)) end module Narrow:S = functor (S:EqConstrSys) -> functor (HM:Hashtbl.S with type key = S.v) -> functor (VS:Set.S with type elt = S.v) -> struct type divided_side_mode = D_Widen | D_Narrow | D_Box [@@deriving show] type data = { prev_sides: VS.t HM.t; divided_side_effects: ((S.Dom.t * (int * divided_side_mode) option) HM.t) HM.t; narrow_globs_start_values: S.Dom.t HM.t; } type eq_wrapper = S.v -> ((S.v -> S.d -> unit) -> S.d) -> S.d let create_empty_data () = let narrow_globs = GobConfig.get_bool "solvers.td3.narrow-globs.enabled" in { prev_sides = HM.create 10; divided_side_effects = HM.create (if narrow_globs then 10 else 0); narrow_globs_start_values = HM.create (if narrow_globs then 10 else 0); } let copy_marshal data = { prev_sides = HM.copy data.prev_sides; divided_side_effects = HM.map (fun k v -> HM.copy v) data.divided_side_effects; narrow_globs_start_values = HM.copy data.narrow_globs_start_values; } let relift_marshal data = let prev_sides = HM.create (HM.length data.prev_sides) in HM.iter (fun k v -> HM.replace prev_sides (S.Var.relift k) (VS.map S.Var.relift v) ) data.prev_sides; let divided_side_effects = HM.create (HM.length data.divided_side_effects) in HM.iter (fun k v -> let inner_copy = HM.create (HM.length v) in HM.iter (fun k (v, gas) -> HM.replace inner_copy (S.Var.relift k) ((S.Dom.relift v), gas)) v; HM.replace divided_side_effects (S.Var.relift k) inner_copy ) data.divided_side_effects; let narrow_globs_start_values = HM.create (HM.length data.narrow_globs_start_values) in HM.iter (fun k v -> HM.replace narrow_globs_start_values (S.Var.relift k) (S.Dom.relift v) ) data.narrow_globs_start_values; { prev_sides; divided_side_effects; narrow_globs_start_values; } let register_start data x d = HM.replace data.narrow_globs_start_values x d let narrow_globs_conservative_widen = GobConfig.get_bool "solvers.td3.narrow-globs.conservative-widen" let narrow_globs_immediate_growth = GobConfig.get_bool "solvers.td3.narrow-globs.immediate-growth" let narrow_globs_gas_default = GobConfig.get_int "solvers.td3.narrow-globs.narrow-gas" let narrow_globs_gas_default = if narrow_globs_gas_default < 0 then None else Some (narrow_globs_gas_default, D_Widen) let narrow_globs_eliminate_dead = GobConfig.get_bool "solvers.td3.narrow-globs.eliminate-dead" let get_wrapper ~solve_widen ~init ~stable ~data ~sides ~add_sides ~rho ~destabilize ~(side:?x:S.v -> S.v -> S.d -> unit) ~assert_can_receive_side = let eq_wrapper x eqx = let rec side_acc acc changed x y d:unit = let new_acc = match HM.find_option acc y with | Some acc -> if not @@ S.Dom.leq d acc then Some (S.Dom.join acc d) else None | None -> Some d in Option.may (fun new_acc -> HM.replace acc y new_acc; if narrow_globs_immediate_growth then ( let y_changed = divided_side D_Widen x y new_acc in if y_changed then HM.replace changed y (); ) ) new_acc; and divided_side (phase:divided_side_mode) x y d: bool = if tracing then trace "side" "divided side to %a from %a ## value: %a" S.Var.pretty_trace y S.Var.pretty_trace x S.Dom.pretty d; if tracing then trace "sol2" "divided side to %a from %a ## value: %a" S.Var.pretty_trace y S.Var.pretty_trace x S.Dom.pretty d; assert_can_receive_side y; init y; if tracing then trace "sol2" "stable add %a" S.Var.pretty_trace y; HM.replace stable y (); let sided = GobOption.exists (VS.mem x) (HM.find_option sides y) in if not sided then add_sides y x; if not (HM.mem data.divided_side_effects y) then HM.replace data.divided_side_effects y (HM.create 10); let y_sides = HM.find data.divided_side_effects y in let (old_side, narrow_gas) = HM.find_default y_sides x (S.Dom.bot (), narrow_globs_gas_default) in let phase = if phase = D_Box then if S.Dom.leq d old_side then D_Narrow else D_Widen else phase in if not (phase = D_Narrow && narrow_gas = Some (0, D_Widen)) then ( let (new_side, narrow_gas) = match phase with | D_Widen -> let tmp = S.Dom.join old_side d in if not @@ S.Dom.equal tmp old_side then let new_side = if narrow_globs_conservative_widen && S.Dom.leq tmp (HM.find rho y) then tmp else S.Dom.widen old_side tmp in let new_gas = Option.map (fun (x, _) -> (x, D_Widen)) narrow_gas in (new_side, new_gas) else (old_side, narrow_gas) | D_Narrow -> let result = S.Dom.narrow old_side d in let narrow_gas = if not @@ S.Dom.equal result old_side then Option.map (fun (gas, phase) -> if phase = D_Widen then (gas - 1, D_Narrow) else (gas, phase)) narrow_gas else narrow_gas in (result, narrow_gas) | _ -> failwith "unreachable" (* handled above *) in if not (S.Dom.equal old_side new_side) then ( if tracing then trace "side" "divided side to %a from %a changed (phase: %s) Old value: %a ## New value: %a" S.Var.pretty_trace y S.Var.pretty_trace x (show_divided_side_mode phase) S.Dom.pretty old_side S.Dom.pretty new_side; if S.Dom.is_bot new_side && narrow_gas = None then HM.remove y_sides x else HM.replace y_sides x (new_side, narrow_gas); let combined_side y = let contribs = HM.find_option data.divided_side_effects y in let join map = HM.fold (fun _ (value, _) acc -> S.Dom.join acc value) map (S.Dom.bot ()) in let combined = Option.map_default join (S.Dom.bot ()) contribs in let start_value = HM.find_default data.narrow_globs_start_values y (S.Dom.bot()) in S.Dom.join combined start_value in let y_oldval = HM.find rho y in let y_newval = if S.Dom.leq old_side new_side then (* If new side is strictly greater than the old one, the value of y can only increase. *) S.Dom.join y_oldval new_side else combined_side y in if not (S.Dom.equal y_newval y_oldval) then ( if tracing then trace "side" "value of %a changed by side from %a (phase: %s) Old value: %a ## New value: %a" S.Var.pretty_trace y S.Var.pretty_trace x (show_divided_side_mode phase) S.Dom.pretty y_oldval S.Dom.pretty y_newval; HM.replace rho y y_newval; destabilize y; ); true ) else false ) else false in let acc = HM.create 0 in let changed = HM.create 0 in Fun.protect ~finally:(fun () -> ( if narrow_globs_eliminate_dead then begin let prev_sides_x = HM.find_option data.prev_sides x in Option.may (VS.iter (fun y -> if not @@ HM.mem acc y then begin ignore @@ divided_side D_Narrow x y (S.Dom.bot ()); if S.Dom.is_bot @@ HM.find rho y then let casualties = S.postmortem y in List.iter solve_widen casualties end; )) prev_sides_x; let new_sides = HM.fold (fun k _ acc -> VS.add k acc) acc VS.empty in if VS.is_empty new_sides then HM.remove data.prev_sides x else HM.replace data.prev_sides x new_sides; end; if narrow_globs_immediate_growth then HM.iter (fun y acc -> if not @@ HM.mem changed y then ignore @@ divided_side D_Narrow x y acc) acc else ( HM.iter (fun y acc -> ignore @@ divided_side D_Box x y acc) acc ) )) (fun () -> eqx (side_acc acc changed x)) in (eq_wrapper: eq_wrapper) end let choose () = if GobConfig.get_bool "solvers.td3.narrow-globs.enabled" then (module Narrow : S) else (module Inactive : S)
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