package goblint
Static analysis framework for C
Install
Dune Dependency
Authors
Maintainers
Sources
goblint-1.1.1.tbz
sha256=999272bfbd3b9b96fcd58987b237ac6e9fa6d92ef935cc89f1ea2b4205185141
sha512=f3bf6ab71cf8c258d3290da4bf9f6fe42d7c671822e0efeb0fc50afdff078ab15e352237e5c1db31c5aa3a9d430691268ed2e5e00da10f2615835f672f91683d
doc/goblint.lib/Constraints/WidenContextLifterSide/index.html
Module Constraints.WidenContextLifterSide
Parameters
module S : Analyses.Spec
Signature
module DD : sig ... end
module M : sig ... end
module D : sig ... end
module G = S.G
module C = S.C
type marshal = S.marshal
val init : S.marshal option -> unit
val finalize : unit -> S.marshal
val inj : ('a -> 'b) -> 'a -> 'b * M.t
val call_descr : Cil.fundec -> S.C.t -> string
val conv : ('a * 'b, 'c, 'd) Analyses.ctx -> ('a, 'c, 'd) Analyses.ctx
val lift_fun :
('a * 'b, 'c, 'd) Analyses.ctx ->
(('a, 'c, 'd) Analyses.ctx -> 'e) ->
('e -> 'f) ->
'f * 'b
val sync :
(S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx ->
[ `Join | `Normal | `Return ] ->
S.D.t * 'a
val query :
(S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx ->
'b Queries.t ->
'b Queries.result
val assign :
(S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx ->
Cil.lval ->
Cil.exp ->
S.D.t * 'a
val vdecl :
(S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx ->
Cil.varinfo ->
S.D.t * 'a
val branch :
(S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx ->
Cil.exp ->
bool ->
S.D.t * 'a
val body : (S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx -> Cil.fundec -> S.D.t * 'a
val return :
(S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx ->
Cil.exp option ->
Cil.fundec ->
S.D.t * 'a
val intrpt : (S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx -> S.D.t * 'a
val asm : (S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx -> S.D.t * 'a
val skip : (S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx -> S.D.t * 'a
val special :
(S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx ->
Cil.lval option ->
Cil.varinfo ->
Cil.exp list ->
S.D.t * 'a
val threadenter :
(S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx ->
Cil.lval option ->
Cil.varinfo ->
Cil.exp list ->
(S.D.t * 'a) list
val threadspawn :
(S.D.t * 'a, S.G.t, S.C.t) Analyses.ctx ->
Cil.lval option ->
Cil.varinfo ->
Cil.exp list ->
(S.D.t * 'b, S.G.t, S.C.t) Analyses.ctx ->
S.D.t * 'a
val enter :
(S.D.t * M.t, S.G.t, S.C.t) Analyses.ctx ->
Cil.lval option ->
CilType.Fundec.t ->
Cil.exp list ->
((S.D.t * M.t) * (S.D.t * M.t)) list
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