A Critical Introduction to the Philosophy of Gottlob FregeAshgate Publishing, Ltd., 2006 - 157 Seiten Gottlob Frege is one of the greatest logicians ever and also a philosopher of great significance. In this book Rosado Haddock offers a critical presentation of the main topics of Frege's philosophy, including, among others, his philosophy of arithmetic, his sense-referent distinction, his distinction between function and object, and his criticisms of formalism and psychologism. More than just an introduction to Frege's philosophy this book is also a highly critical and mature assessment of it as a whole in which the limitations, confusions and other weaknesses of Frege's thought are closely examined. The author is also a Husserlian scholar and this book contains valuable discussions of Husserl's neglected views and comparisons between the two great philosophers. |
Inhalt
First Part 145 | 17 |
Second Part 46109 | 35 |
Freges Summary and his Assessment of Kants Views | 62 |
Critical Remarks I | 75 |
Critical Remarks II | 76 |
Critical Remarks III | 81 |
Critical Remarks IV | 83 |
Identity Statements | 87 |
Freges Criticism of Psychologism in Logic | 110 |
Logicism in Grundgesetze der Arithmetik | 114 |
Freges Platonism | 115 |
Freges Criticism of Formalism in Mathematics 6 On the Nature of Definitions | 119 |
Some Critical Remarks | 123 |
Some Remaining Philosophical Issues 1 The ZermeloRussell Paradox and Freges Reaction to Russells Letter | 129 |
The Controversy on the Foundations of Geometry 3 Freges Abandonment of Logicism | 130 |
143 | |
Function and Object 1 The Nature of Functions | 91 |
The Predicative Nature of Concepts | 94 |
Value Ranges 4 Some Difficulties | 102 |
Value Ranges and Extensions | 105 |
Fundamental Philosophical Issues in Grundgesetze 1 Introduction | 109 |
151 | |
155 | |
156 | |
Andere Ausgaben - Alle anzeigen
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A Critical Introduction to the Philosophy of Gottlob Frege Professor Guillermo E Rosado Haddock Eingeschränkte Leseprobe - 2012 |
A Critical Introduction to the Philosophy of Gottlob Frege Guillermo E. Rosado Haddock Eingeschränkte Leseprobe - 2016 |
Häufige Begriffe und Wortgruppen
According to Frege arithmetical statements Axiom Axiom of Choice Begriffsschrift belong bijective Chapter concept and object concept F concept-script conceptual content conceptual word congruence relation constituent Context Principle definition of number determined distinction entities equinumerous example fact fall under concept False Frege asserts Frege considers Frege says Frege's criticism Frege's philosophy Frege's views Fregean scholars Gedanke geometry Gottlob Frege Grundgesetze der Arithmetik Grundlagen der Arithmetik Hence Hilbert's Husserl Ibid identity sign identity statements intuition issue judgeable content judgement Julius Caesar Kant Kleine Schriften line ẞ logical laws logical system Logik mathematics Mathematik means mentioned Moreover Nachgelassene Schriften natural language natural number series notion of sense number that corresponds objects that fall obtain ordered pair Philosophy of Mathematics possible predicate proper names properties psychologism relation rendering replace representations saturated sense and referent Sinn und Bedeutung sort straight line thought trivial concept true truth truth-value unsaturated value ranges whereas Zermelo-Russell Paradox