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Springer Category Theory in Physics, Mathematics, and Philosophy

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Description

Explore the connections between mathematics, physics, and philosophy through the lens of category theory. This volume from the Springer Proceedings in Physics series (235) presents a formal ontology that shifts the focus from static objects to dynamic processes. By applying the principles of formal ontology as defined by Edmund Husserl, this work examines entities that exist across all domains of reality. The content presents a processual and non-substantial approach where entities are treated as transformations. This book provides a framework for understanding how categorical ontology serves as a basis for linking these three fundamental sciences.

Key Features

This Springer publication belongs to the Proceedings in Physics series, volume 235.

The text explores how category theory functions as a new formal ontology focused on processes rather than objects.

Content examines the links between mathematics, physics, and philosophy through categorical ontology.

The book applies Edmund Husserl's original sense of formal ontology to entities across all spheres of reality.

Readers can study a dynamic and non-substantial ontology where entities are treated as transformations.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
12 November 2020
Listed Since
16 October 2020

Barcode

No barcode data available

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