£120.96

Springer - Cut Elimination in Categories: 6 (Trends in Logic)

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Description

Explore the deep connection between proof theory and category theory in this academic work from Springer. While these two fields were first linked by Lambek decades ago, this text provides a systematic explanation of the most fundamental notions of category theory through the lens of proof theory. This book demonstrates how core concepts, specifically the notion of adjunction, can be formulated using composition elimination. By moving toward these composition-free formulations, readers gain access to syntactical and simple model-theoretical and geometrical decision procedures for the commuting of diagrams of arrows. This volume serves as a specialized resource for researchers and students looking to understand how logical structures can define categorical frameworks.

Key Features

Systematic explanation of fundamental category theory notions through the lens of proof theory.

Provides a framework where the notion of adjunction is characterized by composition elimination.

Offers syntactical and simple model-theoretical decision procedures for commuting diagrams of arrows.

Includes geometrical decision procedures to assist with the study of arrows and diagrams.

Part of the Trends in Logic, 6 series published by Springer for academic study.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
31 May 1999
Listed Since
15 December 2006

Barcode

No barcode data available

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