[itv] Prettier print

Summary:
- Moving/factorizing/simplifying things
- Prettier output for negative coefficients

Reviewed By: jvillard

Differential Revision: D7925348

fbshipit-source-id: 1e4d046
master
Mehdi Bouaziz 7 years ago committed by Facebook Github Bot
parent a7bd92de2f
commit 131ae4a801

@ -65,7 +65,26 @@ module Symbol = struct
let is_unsigned : t -> bool = fun x -> x.unsigned
end
module SymbolMap = PrettyPrintable.MakePPMap (Symbol)
module SymbolMap = struct
include PrettyPrintable.MakePPMap (Symbol)
let for_all2 : f:(key -> 'a option -> 'b option -> bool) -> 'a t -> 'b t -> bool =
fun ~f x y ->
match merge (fun k x y -> if f k x y then None else raise Exit) x y with
| _ ->
true
| exception Exit ->
false
let is_singleton : 'a t -> (key * 'a) option =
fun m ->
if is_empty m then None
else
let (kmin, _) as binding = min_binding m in
let kmax, _ = max_binding m in
if Symbol.equal kmin kmax then Some binding else None
end
module NonZeroInt : sig
type t = private int [@@deriving compare]
@ -78,6 +97,8 @@ module NonZeroInt : sig
val of_int : int -> t option
val opt_to_int : t option -> int
val is_one : t -> bool
val is_minus_one : t -> bool
@ -92,6 +113,8 @@ module NonZeroInt : sig
val ( * ) : t -> t -> t
val plus : t -> t -> t option
val exact_div_exn : t -> t -> t
end = struct
type t = int [@@deriving compare]
@ -104,6 +127,8 @@ end = struct
let of_int = function 0 -> None | i -> Some i
let opt_to_int = function None -> 0 | Some i -> i
let is_one = Int.equal 1
let is_minus_one = Int.equal (-1)
@ -118,29 +143,15 @@ end = struct
let ( * ) = Int.( * )
let plus x y = of_int (x + y)
let exact_div_exn num den =
if not (is_multiple num den) then raise DivisionNotExact ;
num / den
end
module SymLinear = struct
module M = struct
include Caml.Map.Make (Symbol)
let for_all2 : (key -> 'a option -> 'b option -> bool) -> 'a t -> 'b t -> bool =
fun cond x y ->
let merge_function k x y = if cond k x y then None else raise Exit in
match merge merge_function x y with _ -> true | exception Exit -> false
let is_singleton : 'a t -> (key * 'a) option =
fun m ->
if is_empty m then None
else
let (kmin, _) as binding = min_binding m in
let kmax, _ = max_binding m in
if Symbol.equal kmin kmax then Some binding else None
end
module M = SymbolMap
(**
Map from symbols to integer coefficients.
@ -172,12 +183,12 @@ module SymLinear = struct
let le : t -> t -> bool =
fun x y ->
let le_one_pair s (v1_opt: NonZeroInt.t option) (v2_opt: NonZeroInt.t option) =
let v1 = Option.value (v1_opt :> int option) ~default:0 in
let v2 = Option.value (v2_opt :> int option) ~default:0 in
let le_one_pair s v1_opt v2_opt =
let v1 = NonZeroInt.opt_to_int v1_opt in
let v2 = NonZeroInt.opt_to_int v2_opt in
Int.equal v1 v2 || (Symbol.is_unsigned s && v1 <= v2)
in
M.for_all2 le_one_pair x y
M.for_all2 ~f:le_one_pair x y
let make : unsigned:bool -> Typ.Procname.t -> int -> t =
@ -189,14 +200,14 @@ module SymLinear = struct
let eq_pair _ (coeff1: NonZeroInt.t option) (coeff2: NonZeroInt.t option) =
[%compare.equal : int option] (coeff1 :> int option) (coeff2 :> int option)
in
M.for_all2 eq_pair x y
M.for_all2 ~f:eq_pair x y
let pp1 : F.formatter -> Symbol.t * NonZeroInt.t -> unit =
fun fmt (s, c) ->
let c = (c :> int) in
if Int.equal c 1 then F.fprintf fmt "%a" Symbol.pp s
else if c < 0 then F.fprintf fmt "(%d)x%a" c Symbol.pp s
if Int.equal c 1 then Symbol.pp fmt s
else if Int.equal c (-1) then F.fprintf fmt "-%a" Symbol.pp s
else F.fprintf fmt "%dx%a" c Symbol.pp s
@ -213,16 +224,8 @@ module SymLinear = struct
let plus : t -> t -> t =
fun x y ->
let plus' _ (n_opt: NonZeroInt.t option) (m_opt: NonZeroInt.t option) =
match (n_opt, m_opt) with
| None, None ->
None
| (Some _ as some_v), None | None, (Some _ as some_v) ->
some_v
| Some n, Some m ->
NonZeroInt.of_int ((n :> int) + (m :> int))
in
M.merge plus' x y
let plus_coeff _ c1 c2 = NonZeroInt.plus c1 c2 in
M.union plus_coeff x y
(** [se1] * [c] + [se2] *)
@ -235,9 +238,9 @@ module SymLinear = struct
| None, (Some _ as some_v) ->
some_v
| Some v, None ->
Some (NonZeroInt.( * ) v c)
Some NonZeroInt.(v * c)
| Some v1, Some v2 ->
NonZeroInt.of_int (((v1 :> int) * (c :> int)) + (v2 :> int))
NonZeroInt.(v1 * c |> plus v2)
in
M.merge f se1 se2

@ -7,10 +7,10 @@ codetoanalyze/c/performance/cost_test.c, loop1_bad, 6, EXPENSIVE_EXECUTION_TIME_
codetoanalyze/c/performance/cost_test.c, loop2_bad, 0, INFINITE_EXECUTION_TIME_CALL, ERROR, []
codetoanalyze/c/performance/cost_test.c, loop2_bad, 2, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost 11xs$1 + 3]
codetoanalyze/c/performance/cost_test.c, loop2_bad, 3, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost 11xs$1 + 3]
codetoanalyze/c/performance/cost_test.c, loop3_bad, 2, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost (-1)xs$0 + s$1 + 16]
codetoanalyze/c/performance/cost_test.c, loop3_bad, 2, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost (-13)xs$0 + 13xs$1 + 199]
codetoanalyze/c/performance/cost_test.c, loop3_bad, 3, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost (-13)xs$0 + 13xs$1 + 199]
codetoanalyze/c/performance/cost_test.c, loop3_bad, 5, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost (-15)xs$0 + 15xs$1 + 231]
codetoanalyze/c/performance/cost_test.c, loop3_bad, 2, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost -s$0 + s$1 + 16]
codetoanalyze/c/performance/cost_test.c, loop3_bad, 2, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost -13xs$0 + 13xs$1 + 199]
codetoanalyze/c/performance/cost_test.c, loop3_bad, 3, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost -13xs$0 + 13xs$1 + 199]
codetoanalyze/c/performance/cost_test.c, loop3_bad, 5, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost -15xs$0 + 15xs$1 + 231]
codetoanalyze/c/performance/cost_test.c, main_bad, 8, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost 211]
codetoanalyze/c/performance/cost_test_deps.c, if_bad_loop, 12, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost 201]
codetoanalyze/c/performance/cost_test_deps.c, loop_despite_inferbo, 3, EXPENSIVE_EXECUTION_TIME_CALL, ERROR, [with estimated cost 1204]

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