Developing automatable methods for proving termination of term rewrite systems that resist traditional techniques based on simplification orders has become an active research area in the past few years. The dependency pair method of Arts and Giesl is one of the most popular such methods. However, there are several obstacles that hamper its automation. In this paper we present new ideas to overcome these obstacles. We provide ample numerical data supporting our ideas.Proceedings of the 19th International Conference on Automated Deduction, Miami Beach, FL, USA, July 28 – August 2, 2003
AbstractRecently, Arts and Giesl developed the dependency pair approach which allows automated termi...
AbstractWe present techniques to prove termination and innermost termination of term rewriting syste...
The dependency pairs approach, one of the most powerful techniques for proving termination of rewrit...
Developing automatable methods for proving termination of term rewrite systems that resist tradition...
Developing automatable methods for proving termination of term rewrite systems that resist tradition...
AbstractDeveloping automatable methods for proving termination of term rewrite systems that resist t...
Abstract. In this paper we present some new refinements of the dependency pair method for automatica...
The dependency pair approach [2, 13, 14] is a powerful technique for automated termination and inner...
Abstract. The dependency pair approach is one of the most powerful techniques for termination and in...
The dependency pair framework is a new general concept to integrate arbitrary techniques for termin...
Abstract. The match-bound technique is a recent and elegant method to prove the termination of rewri...
Abstract. The dependency pair technique is a powerful modular method for automated termination proof...
Abstract. The dependency pair technique of Arts and Giesl [1-3] for termination proofs of term rewri...
Abstract The higher-order rewrite systems (HRS for short) are a computation model of functional prog...
Abstract. The dependency pair approach is one of the most powerful techniques for automated (innermo...
AbstractRecently, Arts and Giesl developed the dependency pair approach which allows automated termi...
AbstractWe present techniques to prove termination and innermost termination of term rewriting syste...
The dependency pairs approach, one of the most powerful techniques for proving termination of rewrit...
Developing automatable methods for proving termination of term rewrite systems that resist tradition...
Developing automatable methods for proving termination of term rewrite systems that resist tradition...
AbstractDeveloping automatable methods for proving termination of term rewrite systems that resist t...
Abstract. In this paper we present some new refinements of the dependency pair method for automatica...
The dependency pair approach [2, 13, 14] is a powerful technique for automated termination and inner...
Abstract. The dependency pair approach is one of the most powerful techniques for termination and in...
The dependency pair framework is a new general concept to integrate arbitrary techniques for termin...
Abstract. The match-bound technique is a recent and elegant method to prove the termination of rewri...
Abstract. The dependency pair technique is a powerful modular method for automated termination proof...
Abstract. The dependency pair technique of Arts and Giesl [1-3] for termination proofs of term rewri...
Abstract The higher-order rewrite systems (HRS for short) are a computation model of functional prog...
Abstract. The dependency pair approach is one of the most powerful techniques for automated (innermo...
AbstractRecently, Arts and Giesl developed the dependency pair approach which allows automated termi...
AbstractWe present techniques to prove termination and innermost termination of term rewriting syste...
The dependency pairs approach, one of the most powerful techniques for proving termination of rewrit...