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Essays on Husserl's Logic and Philosophy of Mathematics

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Cover of 'Essays on Husserl's Logic and Philosophy of Mathematics'

Table of Contents

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    Book Overview
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    Chapter 1 Husserl and Leibniz: Notes on the Mathesis Universalis
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    Chapter 2 Husserl and His Alter Ego Kant
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    Chapter 3 Husserl and Bolzano
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    Chapter 4 Husserl and Grassmann
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    Chapter 5 Husserl and Boole
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    Chapter 6 Husserl and Schröder
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    Chapter 7 The Brentanist Philosophy of Mathematics in Edmund Husserl’s Early Works
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    Chapter 8 Husserl and Cantor
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    Chapter 9 Husserl and Frege on Sense
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    Chapter 10 Husserl and Riemann
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    Chapter 11 Husserl and Hilbert
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    Chapter 12 Construction and Constitution in Mathematics
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    Chapter 13 Husserl and Weyl
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    Chapter 14 Paradox, Harmony, and Crisis in Phenomenology
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    Chapter 15 Husserl and Carnap on Regions and Formal Categories
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    Chapter 16 Husserl and Gödel
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    Chapter 17 Husserl and Jacob Klein
Attention for Chapter 15: Husserl and Carnap on Regions and Formal Categories
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