package goblint

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Static analysis framework for C

Install 

dune-project
 Dependency

goblint.in.tum.de Readme Changelog Edit opam file Versions (9)

Authors

  1. S
    Simmo Saan
  2. M
    Michael Schwarz
  3. J
    Julian Erhard
  4. S
    Sarah Tilscher
  5. R
    Ralf Vogler
  6. K
    Kalmer Apinis
  7. V
    Vesal Vojdani

Maintainers

  1. S
    Simmo Saan <simmo.saan@gmail.com>
  2. M
    Michael Schwarz <michael.schwarz93@gmail.com>

Sources

goblint-2.1.0.tbz
sha256=bfc412ec2e447eaef6f4f83892e3511ebf305593cb00561c1406be3ae8bf48e9
sha512=5f2a162e5f36bffafc9836b0d18b5b2808cecfa6bf68f83bb7d1e8b9947ac74cf07776eb09274b4b29d55c897a45a10768f0d9ed25810cf6ba2409c525e4cd4d

doc/goblint.lib/Goblint_lib/DisjointDomain/index.html

Module Goblint_lib.DisjointDomain

Abstract domains for collections of elements from disjoint unions of domains. Formally, the elements form a cofibered domain from a discrete category.

Elements are grouped into disjoint buckets by a congruence or/and a projection. All operations on elements are performed bucket-wise and must be bucket-closed.

Examples of such domains are path-sensitivity and address sets.

Sets

By projection

module type Representative = sig ... end

Buckets defined by projection. The module is the image (representative) of the projection function of_elt.

module ProjectiveSet (E : Printable.S) (B : SetDomain.S with type elt = E.t) (R : Representative with type elt = E.t) : SetDomain.S with type elt = E.t

Set of elements E.t grouped into buckets by R, where each bucket is described by the set B.

By congruence

module type Congruence = sig ... end

Buckets defined by congruence.

module PairwiseSet (E : Printable.S) (B : SetDomain.S with type elt = E.t) (C : Congruence with type elt = E.t) : SetDomain.S with type elt = E.t

Set of elements E.t grouped into buckets by C, where each bucket is described by the set B.

module type RepresentativeCongruence = sig ... end

Buckets defined by a coarse projection and a fine congruence. Congruent elements must have the same representative, but not vice versa (Representative would then suffice).

module CombinedSet (E : Printable.S) (B : SetDomain.S with type elt = E.t) (RC : RepresentativeCongruence with type elt = E.t) : sig ... end

Set of elements E.t grouped into buckets by RC, where each bucket is described by the set B.

Maps

Generalization of above sets into maps, whose key set behaves like above sets, but each element can also be associated with a value.

By congruence

module PairwiseMap (E : Printable.S) (R : Printable.S) (B : MapDomain.S with type key = E.t and type value = R.t) (C : Congruence with type elt = E.t) : MapDomain.S with type key = E.t and type value = B.value

Map of keys E.t grouped into buckets by C, where each bucket is described by the map B with values R.t.