by Charles Parsons
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An Introduction to Gödel's Theorems (Cambridge Introductions to Philosophy) by Peter Smith |
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The papers collected in this volume represent the main body of research arising from the International Munich Centenary Conference in 2001, which commemorated the discovery of the famous Russell Paradox a hundred years ago. The 31 contributions and the introductory essay by the editor were (with two exceptions) all originally written for the volume. The volume serves a twofold purpose, historical and systematic. One focus is on Bertrand Russell's logic and logical philosophy, taking into account the rich sources of the Russell Archives, many of which have become available only recently. The second equally important aim is to present original research in the broad range of foundational studies that draws on both current conceptions and recent technical advances in the above-mentioned fields. The volume contributes therefore, to the well-established body of mathematical philosophy initiated to a large extent by Russell's work.
The papers collected in this volume represent the main body of research arising from the International Munich Centenary Conference in 2001, which commemorated the discovery of the famous Russell Paradox a hundred years ago. The 31 contributions and the introductory essay by the editor were (with two exceptions) all originally written for the volume. The volume serves a twofold purpose, historical and systematic. One focus is on Bertrand Russell's logic and logical philosophy, taking into account the rich sources of the Russell Archives, many of which have become available only recently. The second equally important aim is to present original research in the broad range of foundational studies that draws on both current conceptions and recent technical advances in the above-mentioned fields. The volume contributes therefore, to the well-established body of mathematical philosophy initiated to a large extent by Russell's work.
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It is a theorem of elementary logic that, given an arbitrary two-place relation R, there is no object v such that for any x, x bears R to v just in case x does not bear R to itself. Read the first page Key Phrases - Capitalized Phrases (CAPs): (learn more)
New York, Bertrand Russell, Oxford University Press, Cambridge University Press, Journal of Symbolic Logic, Principia Mathematica, Paul du Bois-Reymond, Collected Works, Ebenezer Wilkes Smith, George Allen, Journal of Philosophy, Clarendon Press, Harvard University Press, Journal of Philosophical Logic, Godehard Link, Mac Lane, General Function Theory, Source Book, Strong Collection, David Hilbert, First-Order Arithmetic, Mathematische Annalen, Department of Philosophy, Philosophia Mathematica, Das Kontinuum New!
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Front Cover | Table of Contents | First Pages | Index | Back Cover | Surprise Me!
It is a theorem of elementary logic that, given an arbitrary two-place relation R, there is no object v such that for any x, x bears R to v just in case x does not bear R to itself. Read the first page Key Phrases - Capitalized Phrases (CAPs): (learn more)
New York, Bertrand Russell, Oxford University Press, Cambridge University Press, Journal of Symbolic Logic, Principia Mathematica, Paul du Bois-Reymond, Collected Works, Ebenezer Wilkes Smith, George Allen, Journal of Philosophy, Clarendon Press, Harvard University Press, Journal of Philosophical Logic, Godehard Link, Mac Lane, General Function Theory, Source Book, Strong Collection, David Hilbert, First-Order Arithmetic, Mathematische Annalen, Department of Philosophy, Philosophia Mathematica, Das Kontinuum New!
Books on Related Topics | Concordance | Text Stats Browse Sample Pages:
Front Cover | Table of Contents | First Pages | Index | Back Cover | Surprise Me!
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