The Claims of Common Sense Moore, Wittgenstein, Keynes and the Social Sciences [Hardcover]

The Claims of Common Sense investigates the importance of ideas developed by Cambridge philosophers between the World Wars for the social sciences.The Claims of Common Sense investigates the importance for the social sciences of the ideas developed in Cambridge philosophy between the two World Wars. John Coates examines the thought of Moore, Ramsey, Wittgenstein and Keynes, and offers new evidence that there was a far closer collaboration between them than has hitherto been supposed. He then proposes that Wittgenstein's and Keynes's ideas on the economy of ordinary language present a way of bridging the current gap between the philosophy and practice of social science.The Claims of Common Sense investigates the importance for the social sciences of the ideas developed in Cambridge philosophy between the two World Wars. John Coates examines the thought of Moore, Ramsey, Wittgenstein and Keynes, and offers new evidence that there was a far closer collaboration between them than has hitherto been supposed. He then proposes that Wittgenstein's and Keynes's ideas on the economy of ordinary language present a way of bridging the current gap between the philosophy and practice of social science.The Claims of Common Sense investigates the importance for the social sciences of the ideas developed in Cambridge philosophy between the two World Wars. John Coates examines the thought of Moore, Ramsey, Wittgenstein and Keynes, and offers new evidence that there was a far closer collaboration among them than has hitherto been supposed. He then proposes that Wittgenstein's and Keynes's ideas on the economy of ordinary language present a way of bridging the current gap between the philosophy and practice of social science.Preface; Introduction; 1. A short history of common sense; 2. Ideal languages and vague concepts: the transition in Cambridge philosophy; 3. Keynes and Moore's common sense; 4. Keynes's later views on vagueness and definition; 5. Samples, generalizations and ideal l&