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This new book offers a comprehensive and accessible introduction to Frege's remarkable philosophical work, examining the main areas of his writings and demonstrating the connections between them.
Frege's main contribution to philosophy spans philosophical logic, the theory of meaning, mathematical logic and the philosophy of mathematics. The book clearly explains and assesses Frege's work in these areas, systematically examining his major concepts, and revealing the links between them. The emphasis is on Frege's highly influential work in philosophical logic and the theory of meaning, including the features of his logic, his conceptions of object, concept and function, and his seminal distinction between sense and reference.
Frege will be invaluable for students of the philosophy of language, philosophical logic, and analytic philosophy.
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Seitenzahl: 486
Veröffentlichungsjahr: 2013
Frege
A Critical Introduction
Harold W. Noonan
Polity
Copyright © Harold W. Noonan 2001
The right of Harold W. Noonan to be identified as author of this work has been asserted in accordance with the Copyright, Designs and Patents Act 1988.
First published in 2001 by Polity Press in association with Blackwell Publishers Ltd
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ISBN 0-7456-1672-0
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Preface
Acknowledgements
1 Introduction: Frege’s Life and Work
Biography
The Origin and Development of Frege’s Philosophy
Frege’s Contributions to Philosophy
2 Logic
The Purpose of Conceptual Notation
Logic before Frege
Fregean Logic
3 Number
Aims of The Foundations of Arithmetic
Rebuttal of Earlier Attempts
The Development of Frege’s Own Position
4 Philosophical Logic
‘Function and Concept’
‘On Concept and Object’
5 Theory of Meaning
The Distinction between Sense and Reference
Indirect Reference
The Objectivity of Sense
Challenges to Sense
Appendix
Bibliography
Index
In this book I present a study of the most important themes in the work of the great German philosopher and logician Gottlob Frege. The exposition follows the order in which these themes appear in Frege’s work. Thus, after an introductory chapter outlining the background to Frege’s thought and setting him in the context of his time, the second chapter explains his fundamental advances in logic, as found in his first book, Conceptual Notation. The third chapter is devoted to his discussion of number in his masterpiece, The Foundations of Arithmetic, and its successor The Basic Laws of Arithmetic, including an account of the inconsistency discovered in his system by Bertrand Russell, ‘Russell’s Paradox’. The remaining two chapters are concerned with the most significant and influential of his writings on philosophical logic and meaning: ‘Function and Concept’, ‘On Concept and Object’, ‘On Sense and Reference’ and ‘Thoughts’.
I am grateful to my colleagues at the University of Birmingham, particularly Joss Walker, for the patience with which they have read and commented on successive redraftings of this material.
H. W. N.
The author and publishers are grateful to the following for permission to quote from copyrighted material:
Blackwell Publishers for Translations from the Philosophical Writings of Gottlob Frege, ed. P. Geach and M. Black, Oxford, 1969; Posthumous Writings, trans. P. Long and H. White, Oxford, 1979; and Collected Papers on Mathematics, Logic and Philosophy, ed. B. McGuinness, trans. M. Black et al., Oxford, 1984.
Blackwell Publishers and Northwestern University Press for Gottlob Frege, The Foundations of Arithmetic, trans. J. L. Austin, Oxford and Evanston, Ill., 1968.
Oxford University Press for Gottlob Frege, Conceptual Notation and Related Articles, ed. and trans. T. W. Bynum, Oxford, 1972.
Every effort has been made to contact copyright holders, but if any have been inadvertently overlooked, the publishers will be pleased to make the necessary arrangements at the first opportunity.
Friedrich Ludwig Gottlob Frege was the founder of modern mathematical logic, which he created in his first book, Conceptual Notation, a Formula Language of Pure Thought Modelled upon the Formula Language of Arithmetic (Begriffsschrift, eine der arithmetischen nachgebildete Formalsprache des reinen Denkens (1879), translated in Frege 1972). This describes a system of symbolic logic which goes far beyond the two thousand year old Aristotelian logic on which, hitherto, there had been little decisive advance. Frege was also one of the main formative influences, together with Bertrand Russell, Ludwig Wittgenstein and G. E. Moore, on the analytical school of philosophy which now dominates the English-speaking philosophical world. Apart from his definitive contribution to logic, his writings on the philosophy of mathematics, philosophical logic and the theory of meaning are such that no philosopher working in any of these areas today could hope to make a contribution without a thorough familiarity with Frege’s philosophy. Yet in his lifetíme the significance of Frege’s work was little acknowledged. Even his work on logic met with general incomprehension and his work in philosophy was mostly unread and unappreciated. He was, however, studied by Edmund Husserl, Bertrand Russell, Ludwig Wittgenstein and Rudolf Carnap and via these great figures he has eventually achieved general recognition.
Frege’s life was not a personally fulfilled one (for more detailed accounts of the following see Bynum’s introduction to Frege 1972 and Beaney’s introduction to Frege 1997). His wife died twenty years before his own death in 1925 (he was survived by an adopted son, Alfred) and, ironically, his life’s work in the philosophy of mathematics, to which he regarded all the rest of his efforts as subordinate, that is, his attempted demonstration that arithmetic was a branch of logic (the ‘logicist thesis’ as it is now called), was dealt a fatal blow by Bertrand Russell, one of his greatest admirers, who showed that it entailed the inconsistency that now bears his name (‘Russell’s Paradox’). Nevertheless, Frege perhaps gained some comfort from the respect accorded to him by Russell and by Wittgenstein, who met Frege several times and revered him above all other philosophers. In retrospect, indeed, many would perhaps say that in philosophy generally, as distinct from the narrower branches of logic and the philosophy of mathematics, Frege’s greatest contribution was the advance in the philosophy of logic and language which made Wittgenstein’s work possible.
Little is known of Frege’s personality and life outside philosophy. Apparently his politics and social views, as recorded in his diaries, reveal him to have been, in his later years, extremely right-wing, strongly opposed to democracy and to civil rights for Catholics and Jews. Frege’s greatest commentator, Michael Dummett, expresses great shock and disappointment (1973: xii) that someone he had revered as an absolutely rational man could have been imbued with such prejudices. But a more generous view is the one expressed by another great Frege scholar, Peter Geach. Geach writes that while Frege was indeed imbued with typical German conservative prejudices, ‘to borrow an epigram from Quine, it doesn’t matter what you believe so long as you’re not sincere. Nobody can really imagine Frege as an active politico devoted to some course like Hitler’s’ (1976c: 437).
We have, however, a presentation of the more attractive side of Frege in an account Wittgenstein gives of his encounters with him:
Lesen Sie weiter in der vollständigen Ausgabe!
Lesen Sie weiter in der vollständigen Ausgabe!
Lesen Sie weiter in der vollständigen Ausgabe!
Lesen Sie weiter in der vollständigen Ausgabe!
Lesen Sie weiter in der vollständigen Ausgabe!
Lesen Sie weiter in der vollständigen Ausgabe!
Lesen Sie weiter in der vollständigen Ausgabe!
Lesen Sie weiter in der vollständigen Ausgabe!
