Module `NullByteSet.MustMaySet`

include sig ... end

val expand_fst : bool

val expand_snd : bool

type t = MustSet.t * MaySet.t

val equal : t -> t -> Ppx_deriving_runtime.bool

val compare : t -> t -> Ppx_deriving_runtime.int

val hash : t -> int

val tag : 'a -> 'b

val show : (MustSet.t * MaySet.t) -> string

val name : unit -> string

val pretty : unit -> (MustSet.t * MaySet.t) -> Printable.Pretty.doc

val printXml : 'a BatInnerIO.output -> (MustSet.t * MaySet.t) -> unit

val to_yojson : 
  (MustSet.t * MaySet.t) ->
  [> `Assoc of (string * Yojson.Safe.t) list ]

val arbitrary : unit -> (MustSet.t * MaySet.t) QCheck.arbitrary

val relift : (MustSet.t * MaySet.t) -> MustSet.t * MaySet.t

val bot : unit -> MustSet.t * MaySet.t

val is_bot : (MustSet.t * MaySet.t) -> bool

val top : unit -> MustSet.t * MaySet.t

val is_top : (MustSet.t * MaySet.t) -> bool

val leq : (MustSet.t * MaySet.t) -> (MustSet.t * MaySet.t) -> bool

val pretty_diff : unit -> (t * t) -> Lattice.Pretty.doc

val op_scheme : 
  ('a -> 'b -> MustSet.t) ->
  ('c -> 'd -> MaySet.t) ->
  ('a * 'c) ->
  ('b * 'd) ->
  t

val join : (MustSet.t * MaySet.t) -> (MustSet.t * MaySet.t) -> t

val meet : (MustSet.t * MaySet.t) -> (MustSet.t * MaySet.t) -> t

val narrow : (MustSet.t * MaySet.t) -> (MustSet.t * MaySet.t) -> t

val widen : (MustSet.t * MaySet.t) -> (MustSet.t * MaySet.t) -> t

module Set : sig ... end

type mode =

| Definitely
| Possibly

val empty : 
  unit ->
  [ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t

val full_set : 
  unit ->
  [ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t

val is_empty : 
  mode ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t) ->
  bool

val min_elem : 
  mode ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.M.t) ->
  MustSet.M.elt

val min_elem_precise : 
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.M.t) ->
  bool

val mem : 
  mode ->
  MustSet.elt ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t) ->
  bool

val interval_mem : 
  mode ->
  (MustSet.M.elt * Z.t) ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * 'a) ->
  bool

val remove : 
  mode ->
  MustSet.M.elt ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.M.t) ->
  Z.t ->
  [ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.M.t

val add : 
  mode ->
  MustSet.elt ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t) ->
  [ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t

val add_list : mode -> MaySet.elt list -> ('a * MaySet.t) -> 'a * MaySet.t

val add_interval : 
  ?maxfull:Z.t option ->
  mode ->
  (MaySet.elt * Z.t) ->
  (MaySet.t * MaySet.t) ->
  MaySet.t * MaySet.t

val remove_interval : 
  mode ->
  (Z.t * Z.t) ->
  Z.t ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * 'a) ->
  [ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * 'a

val add_all : mode -> ('a * 'b) -> 'a * MaySet.t

val remove_all : 
  mode ->
  ('a * MaySet.t) ->
  [ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t

val is_full_set : 
  mode ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t) ->
  bool

val get_set : mode -> ('a * 'a) -> 'a

val elements : 
  ?max_size:Z.t ->
  ?min_size:'a ->
  mode ->
  ('b * MaySet.M.t) ->
  MaySet.M.elt list

val union_mays : ('a * MaySet.t) -> ('b * MaySet.t) -> 'a * MaySet.t

val precise_singleton : 
  MustSet.elt ->
  [ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t

val precise_set : Set.t -> t

val make_all_must : 
  unit ->
  [ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t

val may_can_benefit_from_filter : ('a * MaySet.t) -> bool

val exists : 
  mode ->
  (MaySet.elt -> bool) ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * MaySet.t) ->
  bool

val filter : 
  ?min_size:Z.t ->
  ?max_size:Z.t ->
  (MaySet.M.elt -> bool) ->
  (MustSet.t * MaySet.M.t) ->
  t

val filter_musts : 
  (MustSet.M.elt -> bool) ->
  Z.t ->
  ([ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * 'a) ->
  [ `Lifted of SetDomain.Make(IntOps.BigIntOps).t | `Top ] * 'a

Install

Dune Dependency

Authors

Maintainers

Sources

doc/goblint_cdomain_value/NullByteSet/MustMaySet/index.html

Module `NullByteSet.MustMaySet`

package goblint

Install

Dune Dependency

Authors

Maintainers

Sources

doc/goblint_cdomain_value/NullByteSet/MustMaySet/index.html

Module NullByteSet.MustMaySet

Module `NullByteSet.MustMaySet`