Classical logic has been attacked by adherents of rival, anti-realist logical systems: Ian Rumfitt comes to its defence. He considers the nature of logic, and how to arbitrate between different logics. He argues that classical logic may dispense with the principle of bivalence, and may thus be liberated from the dead hand of classical semantics.
Classical logic has been attacked by adherents of rival, anti-realist logical systems: Ian Rumfitt comes to its defence. He considers the nature of logic, and how to arbitrate between different logics. He argues that classical logic may dispense with the principle of bivalence, and may thus be liberated from the dead hand of classical semantics.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Ian Rumfitt studied philosophy at Balliol College, Oxford and at Princeton University. He has taught the subject at Keele University, the University of Michigan at Ann Arbor, University College, Oxford (where he was a Tutorial Fellow for seven years), and at Birkbeck College, London (where he was Professor of Philosophy from 2005 until 2013). He is now Professor of Philosophy at the University of Oxford and a Senior Research Fellow at All Souls College. He has published many articles in philosophical logic, in the philosophy of language, and in metaphysics.
Inhaltsangabe
1: Introduction PART ONE: THE NATURE OF LOGIC 2: Logical laws 3: Logical necessity PART TWO: FIVE ATTACKS ON CLASSICAL LOGIC 4: The argument of Dummett's 'Truth' 5: The verificationist attack on classical logic 6: Possibilities 7: Challenges from the infinite and from the infinitesimal 8: The challenge from vagueness 9: On the use of classical logic in set theory 10: Conclusion Bibliography Index
1: Introduction PART ONE: THE NATURE OF LOGIC 2: Logical laws 3: Logical necessity PART TWO: FIVE ATTACKS ON CLASSICAL LOGIC 4: The argument of Dummett's 'Truth' 5: The verificationist attack on classical logic 6: Possibilities 7: Challenges from the infinite and from the infinitesimal 8: The challenge from vagueness 9: On the use of classical logic in set theory 10: Conclusion Bibliography Index
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