Inhaltsverzeichnis
I: The Emergence and Development of Husserl s `Philosophy of Arithmetic . - 1. Historical Background: Weierstrass and the Arithmetization of Analysis. - 2. Husserl s First Stage: Analysis as a Science of Number. - 3. Husserl s Second Stage: Analysis as a Formal Technique. - 4. Husserl s Third Stage: Analysis as Manifold Theory. - 5. The Problem of Psychologism in Husserl s Early Writings. - II: Husserl and the Concept of Number. - 1. The Definition of Number. - 2. The Origin of Number as a Phenomenological Problem. - 3. The Origin of Number in Husserl s Eearly Writings. - III: The Presence of Number. - 1. Sensuous Groups. - 2. Explication. - 3. Comparison. - IV: Numbers as Identities in Presence and Absence. - 1. Intending Numbers in their Absence. - 2. The Unity of Number. - 3. The Unity of Large Numbers. - 4. Sedimented Number Meanings. - V: The Sense of Arithmetic. - 1. Ideal Numbers. - 2. The Formal Character of the Concept of Number. - 3. Arithmetic as Formal Ontology. - VI: The Sense of Analysis. - 1. The Algebraization of Arithmetic. - 2. Theory Forms and Manifolds. - 3. Analysis as Manifold Theory. - 4. Husserl s Attempted Justification of Analysis. - Conclusion. - Note on Abbreviations.
