This paper discusses the applications of Fuzzy Boolean Programming (FBP) problems for representing and reasoning with Propositional Knowledge. The use of the models provided by the FBP are proposed to answer imprecise questions in precisely stated KBS. Also, the advantages of using Fuzzy Boolean Programming instead of classical ones are presented in the framework of Propositional Knowledge. Keywords. Approximate reasoning, fuzzy boolean programming, knowledge based systems. 1. Introduction In the last years, efficient methods performing automated reasoning have become increasingly important. Problems in automated reasoning in Artificial Intelligence (AI) are often represented in a language which is a derivation of the Predicate Calculus. By...
Two of the most exemplary capabilities of the human mind are the capability of using perceptions (hu...
This paper presents a methodology for developing fuzzy knowledge based systems (KBS), which permits ...
In many domains, characterizations of a given attribute are imprecise, uncertain and incomplete in t...
In this article, a new kind of reasoning for propositional knowledge, which is based on the fuzzy ne...
This paper introduces, in analogy to the concept of fuzzy numbers, the concept of fuzzy booleans, an...
Implementing knowledgeable applications benefits from the ability to model problems on the knowledge...
Approximate Reasoning is the process Ill " processes by which a possible imprecise conclusion i...
This paper presents FPM (fuzzy Pr/T net-system model), a fuzzy extension to the standard Pr/T net-sy...
A new AI programming language (called FUZZY) is introduced which provides a number of facilities for...
Fuzzy answer set programming (FASP) is a recent formalism for knowledge representation that enriches...
Autoepistemic logic is an important formalism for nonmonotonic reasoning. It extends propositional l...
In this paper the execution of Fuzzy Knowledge Bases in the truth space is briefly analyzed. The com...
AbstractPrototypical knowledge plays an important role in many representation formalisms, particular...
We discuss a method for inferring Boolean functions from examples. The method is inherently fuzzy in...
AbstractIn recent years, many papers discussing the problems of approximate reasoning based on fuzzy...
Two of the most exemplary capabilities of the human mind are the capability of using perceptions (hu...
This paper presents a methodology for developing fuzzy knowledge based systems (KBS), which permits ...
In many domains, characterizations of a given attribute are imprecise, uncertain and incomplete in t...
In this article, a new kind of reasoning for propositional knowledge, which is based on the fuzzy ne...
This paper introduces, in analogy to the concept of fuzzy numbers, the concept of fuzzy booleans, an...
Implementing knowledgeable applications benefits from the ability to model problems on the knowledge...
Approximate Reasoning is the process Ill " processes by which a possible imprecise conclusion i...
This paper presents FPM (fuzzy Pr/T net-system model), a fuzzy extension to the standard Pr/T net-sy...
A new AI programming language (called FUZZY) is introduced which provides a number of facilities for...
Fuzzy answer set programming (FASP) is a recent formalism for knowledge representation that enriches...
Autoepistemic logic is an important formalism for nonmonotonic reasoning. It extends propositional l...
In this paper the execution of Fuzzy Knowledge Bases in the truth space is briefly analyzed. The com...
AbstractPrototypical knowledge plays an important role in many representation formalisms, particular...
We discuss a method for inferring Boolean functions from examples. The method is inherently fuzzy in...
AbstractIn recent years, many papers discussing the problems of approximate reasoning based on fuzzy...
Two of the most exemplary capabilities of the human mind are the capability of using perceptions (hu...
This paper presents a methodology for developing fuzzy knowledge based systems (KBS), which permits ...
In many domains, characterizations of a given attribute are imprecise, uncertain and incomplete in t...