In this paper we investigate the existence of model-equivalence reduction between NP-logic systems which are logic systems with model existence problem in NP. It is shown that among all NP-systems with model checking problem in NP, the existentially quantified propositional logic (∃PF) is maximal with respect to poly-time model-equivalent reduction. However, ∃PF seems not a maximal NP-system in general because there exits a NP-system with model checking problem DP-complete.
We investigate the complexity of the model checking problem forintuitionistic and modal propositiona...
Abstract. The use of the universal and existential quantifiers with the capability to express the co...
We give a comprehensive account on the parameterized complexity of model checking and satisfiability...
This paper examines and classifies the computational complexity of model checking and satisfiability...
Descriptive complexity is the study of the expressive power of logical languages. There exists a clo...
Abstract. We show that the model checking problem for intuitionistic propositional logic with one va...
Just as P = NP if and only if some NP-complete set ; is a member of P, the class NP is closed unde...
We study the complexity of model checking in propositional nonmonotonic logics. Specifically, we fir...
For a proof system P we introduce the complexity class DNPP(P) of all disjoint NP-pairs for which th...
Abstract. We investigate the complexity of the model checking problem for intuitionistic and modal p...
AbstractThis paper presents a model checking algorithm for Propositional Dynamic Logic (PDL) with lo...
The computational complexity of a problem is usually defined in terms of the resources required on s...
The problem of computing whether any formula of propositional logic is satisfiable is not in P. Ther...
Abstract. The paper studies reductions of propositional theories in equilibrium logic to logic progr...
The use of the universal and existential quantifiers with the capability to express the concept of a...
We investigate the complexity of the model checking problem forintuitionistic and modal propositiona...
Abstract. The use of the universal and existential quantifiers with the capability to express the co...
We give a comprehensive account on the parameterized complexity of model checking and satisfiability...
This paper examines and classifies the computational complexity of model checking and satisfiability...
Descriptive complexity is the study of the expressive power of logical languages. There exists a clo...
Abstract. We show that the model checking problem for intuitionistic propositional logic with one va...
Just as P = NP if and only if some NP-complete set ; is a member of P, the class NP is closed unde...
We study the complexity of model checking in propositional nonmonotonic logics. Specifically, we fir...
For a proof system P we introduce the complexity class DNPP(P) of all disjoint NP-pairs for which th...
Abstract. We investigate the complexity of the model checking problem for intuitionistic and modal p...
AbstractThis paper presents a model checking algorithm for Propositional Dynamic Logic (PDL) with lo...
The computational complexity of a problem is usually defined in terms of the resources required on s...
The problem of computing whether any formula of propositional logic is satisfiable is not in P. Ther...
Abstract. The paper studies reductions of propositional theories in equilibrium logic to logic progr...
The use of the universal and existential quantifiers with the capability to express the concept of a...
We investigate the complexity of the model checking problem forintuitionistic and modal propositiona...
Abstract. The use of the universal and existential quantifiers with the capability to express the co...
We give a comprehensive account on the parameterized complexity of model checking and satisfiability...