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Elsevier North Holland Theory of Relations - Studies in Logic Vol 145

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Description

Explore the mathematical foundations of relation theory in this specialized volume from the North Holland Studies in Logic and the Foundations of Mathematics series. Volume 145 traces the development of the field from the early work of Hausdorff and Sierpinski through to modern developments in order types and chains. This text examines the study of total orders and linear orders, covering significant historical problems such as those addressed by Dushnik and Miller in 1940 regarding infinite strictly decreasing sequences of chains. It also discusses the proof of conjectures related to denumerable chains by Laver in 1968. This work is a vital resource for those studying the mathematical history and theoretical evolution of logic and set theory.

Key Features

This book is part of the North Holland Studies in Logic and the Foundations of Mathematics series, specifically Volume 145.

The text covers the history of relation theory originating with the work of Hausdorff and Sierpinski.

Readers can examine the study of order types, specifically focusing on chains, total orders, and linear orders.

The content includes detailed discussions on the work of Dushnik and Miller regarding infinite strictly decreasing sequences of chains.

This volume provides information on the affirmative proof by Laver in 1968 regarding denumerable chains.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
12 March 2001
Listed Since
15 December 2006

Barcode

No barcode data available

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