AbstractWe describe the basic ideas of the theory of approximate reasoning and indicate how it provides a framework for representing human sourced soft information. We discuss how to translate linguistic knowledge into formal representations using generalized constraints. We consider the inference process within the theory of approximate reasoning and introduce the entailment principle and describe its centrality to this inference process. Next we introduce the idea of doubly uncertain statements such as John’s friend is young. In these statements there exists uncertainty both with respect to value of the age, young, and the object associated with the age, John’s friend. We suggest a method for representing these complex statements and inve...
We propose to extend the ontology of logical AI to include approximate objects, approximate predicat...
Introduction: The formalization of ordinary deductive inference is not uncontroversial. There are qu...
AbstractIn this paper, we introduce a general and modular framework for formalizing reasoning with i...
AbstractWe describe the basic ideas of the theory of approximate reasoning and indicate how it provi...
In this paper, we will develop a class of logics for reasoning about qualitative and quantitative un...
Zadeh proposed and developed the theory of approximate reasoning in a long series of papers in the 1...
AbstractWe are concerned with formal models of reasoning under uncertainty. Many approaches to this ...
Zadeh proposed and developed the theory of approximate reasoning in a long series of papers in the 1...
In this paper a reasoning process is viewed as a process of constructing a partial model of the worl...
Approximate Reasoning is the process Ill " processes by which a possible imprecise conclusion i...
Abstract. Linear constraints occur naturally in many reasoning problems and the information that the...
AbstractLinear constraints occur naturally in many reasoning problems and the information that they ...
In this paper, we will develop a class of logics for reasoning about qualitative and quantitative un...
AbstractPrototypical knowledge plays an important role in many representation formalisms, particular...
In this work we assume that uncertainty is a multifaceted concept and present a system for automated...
We propose to extend the ontology of logical AI to include approximate objects, approximate predicat...
Introduction: The formalization of ordinary deductive inference is not uncontroversial. There are qu...
AbstractIn this paper, we introduce a general and modular framework for formalizing reasoning with i...
AbstractWe describe the basic ideas of the theory of approximate reasoning and indicate how it provi...
In this paper, we will develop a class of logics for reasoning about qualitative and quantitative un...
Zadeh proposed and developed the theory of approximate reasoning in a long series of papers in the 1...
AbstractWe are concerned with formal models of reasoning under uncertainty. Many approaches to this ...
Zadeh proposed and developed the theory of approximate reasoning in a long series of papers in the 1...
In this paper a reasoning process is viewed as a process of constructing a partial model of the worl...
Approximate Reasoning is the process Ill " processes by which a possible imprecise conclusion i...
Abstract. Linear constraints occur naturally in many reasoning problems and the information that the...
AbstractLinear constraints occur naturally in many reasoning problems and the information that they ...
In this paper, we will develop a class of logics for reasoning about qualitative and quantitative un...
AbstractPrototypical knowledge plays an important role in many representation formalisms, particular...
In this work we assume that uncertainty is a multifaceted concept and present a system for automated...
We propose to extend the ontology of logical AI to include approximate objects, approximate predicat...
Introduction: The formalization of ordinary deductive inference is not uncontroversial. There are qu...
AbstractIn this paper, we introduce a general and modular framework for formalizing reasoning with i...