After Husserl

Volume 11 (2)

edited byIulian Apostolescu(University of Bucharest)

Details | Table of Contents

Editorial Iulian Apostolescu(University of Bucharest)

pp.322

How does mathematics get into science, and why?

a Husserlian perspective

Jairo José Da Silva

pp.323-357

Gödel - Husserl - Platonism Charlene Elsby(History of Philosophy, Duquesne University)Bernd Buldt

pp.358-401

Husserl's early genealogy of the number system Thomas Byrne(University of Macau)

pp.402-428

On Husserl's thin combination view

structuralism, constructivism, and what not

Mirja Hartimo

pp.429-449

Husserl on sets and the causes of the set-theoretical paradoxes Claire Ortiz Hill

pp.450-472

From Grassmann, Riemann to Husserl

a brief history of the concept of manifold

Luis Alberto Canela Morales

pp.473-500

Husserl's logic of probability

an attempt to introduce in philosophy the concept of "intensive" possibility

Carlos Lobo

pp.501-546

Ideation und Idealisierung

Die mathematische Exaktheit der Idealbegriffe und ihre Rolle im Konstitutionsprozess bei Husserl

Irene Breuer(Bergische Universität Wuppertal)

pp.547-568

Oskar Becker on the reconciliation of mathematics and existential philosophy Hans Sluga(Department of Rhetoric, University of California Berkeley)

pp.569-588

Weyl's phenomenological constructivism Flavio Baracco

pp.589-617

Husserl and Bourbaki on mathematics

similarities, possible influence and some dissimilarities

Guillermo Rosado Haddock

pp.618-639

Symbol and number Ansten Klev

pp.640-658

Le schématisme transcendantal dans l'arithmétique

la lecture richirienne de Frege

Masumi Nagasaka

pp.659-678

Varia

pp.681-791

Publication details

Journal: Meta

Volume: 11

Issue: 2

Year: 2019

Full citation:

Apostolescu Iulian (2019) After Husserl. Meta 11 (2).