This paper studies Petri net models for the Horn clause form of propositional logic and of first order predicate logic. A net model for logical inconsistency check is pro-posed. Algorithms for computing T·invariants of Petri net models of logical inference systems are investigated. The algorithms are ba8ed on the idea of resolution and exploit the presence of one-literal, pure-literal and splitting clauses to lead to faster computation. Algorithms for computing T-invariants of High Level Petri net models of predicate logic are presented
AbstractThere has been active work to extend the Prolog style Horn clause logic programming to non-H...
Motivated by applications in automated verification of higher-order functional programs, we develop ...
AbstractWe give a model-theoretic semantics for the logic of higher-order Horn clauses, the basis of...
Logical inference of clauses has been an important technique in automated reasoning. The process of ...
This paper extends the logical inference of Horn clauses in Petri net models to cover a large class ...
This paper discusses logic programming techniques applied to Petri nets. A Prolog representation of ...
AbstractIn this paper, the properties of higher-order neural networks are exploited in a new class o...
This paper copes with the application of T-invariant analysis to diagnostic reasoning based on a Pet...
Coloured Petri net (CPN) has been widely adopted in various areas in Computer Science, including pro...
AbstractUnlike sets of definite Horn clauses, logic programs with disjunctions of atoms in clause he...
A well known result is that the inference problem for propositional Horn formulae can be solved in l...
Many different approaches, mainly based on logical formalisms, have been proposed for modeling causa...
AbstractFor languages recognized by finite automata we dispose of two formalisms: regular expression...
AbstractCompleteness is shown for several versions of Girard's linear logic with respect to Petri ne...
We introduce model-theoretic semantics [6] for Higher-Order Horn logic programming language. One adv...
AbstractThere has been active work to extend the Prolog style Horn clause logic programming to non-H...
Motivated by applications in automated verification of higher-order functional programs, we develop ...
AbstractWe give a model-theoretic semantics for the logic of higher-order Horn clauses, the basis of...
Logical inference of clauses has been an important technique in automated reasoning. The process of ...
This paper extends the logical inference of Horn clauses in Petri net models to cover a large class ...
This paper discusses logic programming techniques applied to Petri nets. A Prolog representation of ...
AbstractIn this paper, the properties of higher-order neural networks are exploited in a new class o...
This paper copes with the application of T-invariant analysis to diagnostic reasoning based on a Pet...
Coloured Petri net (CPN) has been widely adopted in various areas in Computer Science, including pro...
AbstractUnlike sets of definite Horn clauses, logic programs with disjunctions of atoms in clause he...
A well known result is that the inference problem for propositional Horn formulae can be solved in l...
Many different approaches, mainly based on logical formalisms, have been proposed for modeling causa...
AbstractFor languages recognized by finite automata we dispose of two formalisms: regular expression...
AbstractCompleteness is shown for several versions of Girard's linear logic with respect to Petri ne...
We introduce model-theoretic semantics [6] for Higher-Order Horn logic programming language. One adv...
AbstractThere has been active work to extend the Prolog style Horn clause logic programming to non-H...
Motivated by applications in automated verification of higher-order functional programs, we develop ...
AbstractWe give a model-theoretic semantics for the logic of higher-order Horn clauses, the basis of...