Modality and Propositional Attitudes [Hardcover]

The semantics for modal interpretation yields two types of belief ascriptions, elucidating various semantic phenomena and fluent aphasia.This book shows that the semantic analysis of notions of possibility and necessity enhance our understanding of reports of belief or emotional state. This helps to solve problems in semantic theory, and it provides a high level proposal for the nature and effects of the language disorder of fluent aphasia.This book shows that the semantic analysis of notions of possibility and necessity enhance our understanding of reports of belief or emotional state. This helps to solve problems in semantic theory, and it provides a high level proposal for the nature and effects of the language disorder of fluent aphasia.This book shows that the semantic analysis of modal notions of possibility and necessity can be used to enhance our understanding of the interpretation of reports of belief or emotional state. It introduces intuitive notation and terminology to express ideas in modern theories of modal interpretation that are normally represented in complex logical formulas, effectively updates the 1960s-era link between possible worlds and the semantics of propositional attitude ascriptions, and reconciles two disparate views of the role of events in semantic interpretation, that of Donald Davidson and that of David Lewis. It reduces a host of variable behaviors of propositional attitude ascription to an intuitive and precise distinction between ascriptions that merely express a commitment to propositional content versus ones that attribute a mental state to the holder of the propositional attitude. This leads to an explanation of the nature and effects of the language disorder of fluent aphasia.Part I. Modality and Propositional Attitudes: 1. Epistemic modality; 2. Root modality; 3. Bare attitude ascriptions; 4. Presupposition filtering and bouletic ascriptions; Part II. Events and Propositional Attitudes: 5. Events and states; 6. Full attitudelÓ$