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851-0184-00L 3 Credits DS , DR , MSC D-GESS

Pluralist Philosophy of Mathematics

Lecturers & Examiners: Prof. Dr. Roy Wagner
VVZ CR 4.2

Last Updated: 2026-02-05 16:02:02

Abstract

This course will follow Michèle Friend's book "pluralism in mathematics". It will survey various mainstream philosophies of mathematics, and suggest a pluralist integration.

Objective

The goal is to introduce students to mainstream philosophies of mathematics, allow them to critically examine common views about mathematics, develop their analytic skills by handling philosophical questions, and enable a pluralist approach to philosophical questions.

Content

The course will examine realist, constructivist, structuralist and formalist philosophies of mathematics, and follow Friend in suggesting a pluralist approach that combines the various positions based on our agnosticism as to the best philosophy and a paraconsistent approach to philosophical logic. In this course we will learn the various positions, critically evaluate Friend's arguments, and consider the general merits and limitations of pluralist and paraconsistent philosophical approaches.

General Information

Language
English
Levels
DS , DR , MSC

Examination

Type
graded semester performance
The course will require a weekly reading of around 20 pages and regular mini-feedback task. 4-5 mini-essays will be submitted during the semester to show understanding of the material. There is no final exam or essay at the end of the semester. Presence in class is expected, and active participation in class discussion may be rewarded in the final grade.

Registration & Places

Max Places
120

Course Components

Type Title Time & Place Hours
lecture Pluralist Philosophy of Mathematics
  • Mon 16:15-18:00 (HG F 1)
2 h weekly

Offered In