Recently well-quasi orders in general, and homeomorphic embedding in particular, have gained popularity to ensure the termination of program analysis, specialisation and transformation techniques. However, as we illustrate in the paper, the homeomorphic embedding relation as it is usually defined suffers from several inadequacies which make it less suitable in a logic programming context. We present several increasingly refined ways to remedy this problem by providing more sophisticated treatments of variables and present a new, extended homeomorphic embedding relation.nrpages: 15status: publishe
AbstractA methodology for proving the termination of well-moded logic programs is developed by reduc...
This paper reports on work that was done in a project called "Termination analysis: crossing paradig...
Our goal is to study the feasibility of porting termination analysis techniques developed for one pr...
Recently well-quasi orders in general, and homeomorphic embedding in particular, have gained popular...
Recently well-quasi orders in general, and homeomorphic embedding in par-ticular, have gained popula...
Well-quasi orders in general, and homeomorphic embedding in particular, have gained popularity to en...
Abstract. Well-quasi orders in general, and homeomorphic embedding in particular, have gained popula...
AbstractWe survey termination analysis techniques for Logic Programs. We give an extensive introduct...
Abstract. A logic program strongly quasi-terminates when only a finite number of distinct atoms (mod...
AbstractIn this paper, we describe a methodology for proving termination of logic programs. First, w...
AbstractWe elaborate on earlier work proposing general criteria to control unfolding during partial ...
AbstractThis paper presents a formal semantic basis for the termination analysis of logic programs. ...
Kruskal’s Tree Theorem [3], stating that finite trees are well-quasi-ordered under homeomorphic embe...
Abstract. This paper introduces a modular framework for termination analysis of logic programming. T...
This paper introduces a modular framework for termination analysis of logic programming. To this end...
AbstractA methodology for proving the termination of well-moded logic programs is developed by reduc...
This paper reports on work that was done in a project called "Termination analysis: crossing paradig...
Our goal is to study the feasibility of porting termination analysis techniques developed for one pr...
Recently well-quasi orders in general, and homeomorphic embedding in particular, have gained popular...
Recently well-quasi orders in general, and homeomorphic embedding in par-ticular, have gained popula...
Well-quasi orders in general, and homeomorphic embedding in particular, have gained popularity to en...
Abstract. Well-quasi orders in general, and homeomorphic embedding in particular, have gained popula...
AbstractWe survey termination analysis techniques for Logic Programs. We give an extensive introduct...
Abstract. A logic program strongly quasi-terminates when only a finite number of distinct atoms (mod...
AbstractIn this paper, we describe a methodology for proving termination of logic programs. First, w...
AbstractWe elaborate on earlier work proposing general criteria to control unfolding during partial ...
AbstractThis paper presents a formal semantic basis for the termination analysis of logic programs. ...
Kruskal’s Tree Theorem [3], stating that finite trees are well-quasi-ordered under homeomorphic embe...
Abstract. This paper introduces a modular framework for termination analysis of logic programming. T...
This paper introduces a modular framework for termination analysis of logic programming. To this end...
AbstractA methodology for proving the termination of well-moded logic programs is developed by reduc...
This paper reports on work that was done in a project called "Termination analysis: crossing paradig...
Our goal is to study the feasibility of porting termination analysis techniques developed for one pr...