Lists, multisets, and sets are well-known data structures whose usefulness is widely recognized in various areas of computer science. They have been analyzed from an axiomatic point of view with a parametric approach in Dovier et al. [1998], where the relevant unification algorithms have been developed. In this article, we extend these results considering more general constraints, namely, equality and membership constraints and their negative counterparts. \ua9 2008 ACM
this paper we describe a constraint logic programming language clp(sc) over set constraints in the s...
Set constraints are inclusions between expressions denoting sets of trees. In atomic set constraints...
Multisets are the fundamental data structure of P systems. In this paper we relate P systems with th...
Lists, multisets, and sets are well-known data structures whose usefulness is widely recognized in v...
The first-order theories of lists, multisets, compact lists (i.e., lists where the number of contigu...
The first order theories of lists, bags, compact-lists (i.e., lists where the number of contiguous o...
General agreement exists about the usefulness of sets as very highlevel representations of complex d...
. General agreement exists about the usefulness of sets as very highlevel representations of complex...
AbstractSet constraints are relations between sets of ground terms over a given alphabet. They give ...
We investigate the relationship between set constraints and the monadic class of first-order formula...
We investigate the relationship between set constraints and the monadic class of first-order formula...
AbstractSet constraints are inclusion relations between expressions denoting sets of ground terms ov...
We investigate the relationship between set constraints and the monadic class of first-order formula...
Abstract. We propose extending constraint solvers with multiset variables. That is, variables whose ...
Within constraint programming, a number of different representations have been used for set variable...
this paper we describe a constraint logic programming language clp(sc) over set constraints in the s...
Set constraints are inclusions between expressions denoting sets of trees. In atomic set constraints...
Multisets are the fundamental data structure of P systems. In this paper we relate P systems with th...
Lists, multisets, and sets are well-known data structures whose usefulness is widely recognized in v...
The first-order theories of lists, multisets, compact lists (i.e., lists where the number of contigu...
The first order theories of lists, bags, compact-lists (i.e., lists where the number of contiguous o...
General agreement exists about the usefulness of sets as very highlevel representations of complex d...
. General agreement exists about the usefulness of sets as very highlevel representations of complex...
AbstractSet constraints are relations between sets of ground terms over a given alphabet. They give ...
We investigate the relationship between set constraints and the monadic class of first-order formula...
We investigate the relationship between set constraints and the monadic class of first-order formula...
AbstractSet constraints are inclusion relations between expressions denoting sets of ground terms ov...
We investigate the relationship between set constraints and the monadic class of first-order formula...
Abstract. We propose extending constraint solvers with multiset variables. That is, variables whose ...
Within constraint programming, a number of different representations have been used for set variable...
this paper we describe a constraint logic programming language clp(sc) over set constraints in the s...
Set constraints are inclusions between expressions denoting sets of trees. In atomic set constraints...
Multisets are the fundamental data structure of P systems. In this paper we relate P systems with th...