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Springer Objects, Structures, and Logics: Philosophy of Mathematics

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Description

This edited collection from Springer examines central issues in contemporary philosophy of mathematics, including the realism versus anti-realism debate, the relationship between logic and metaphysics, and whether mathematics is fundamentally a science of objects or structures. The book features in-depth investigations into mathematical truth, proof, and grounding, with particular attention to mathematical practice. Contributors from a multicultural scholarly community bring diverse perspectives to fundamental questions about the nature of mathematical knowledge and its foundations. Part of the Boston Studies in the Philosophy and History of Science series (volume 339), this work provides rigorous philosophical analysis suitable for academics, researchers, and advanced students interested in the philosophy of mathematics and related logical foundations.

Key Features

Springer-published academic text addressing core debates in contemporary philosophy of mathematics.

Explores the realism/anti-realism dispute and relationships between logic and metaphysics in mathematical thinking.

Investigates mathematical truth, proof, and grounding through examination of actual mathematical practice.

Volume 339 in the Boston Studies in the Philosophy and History of Science series, establishing scholarly credibility.

Edited collection format bringing together multicultural perspectives on the foundations of mathematics.

Product Specifications

Colour
Sd-mo27
Size
2' X 6'
Format
paperback
Domain
Amazon UK
Release Date
10 March 2023
Listed Since
20 August 2020

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No barcode data available

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