Husserl and Realism in Logic and Mathematics.

Abstract

Editors' introduction Preface list of abbreviations Introduction: the idea of Husserl's phenomenological foundation for logic 1. On meaning and on the real 2. From naive mathematical realism to the origin of intuition and the formal 3. Noematic analysis 4. On the path to mathematics 5. Phenomenological ontology and the law of the excluded middle Bibliography Index.