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Advanced Topics in Relation Algebras

Relation Algebras, Volume 2

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  • 624 strony
  • 22 godziny czytania

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The second volume of a two-part series on relation algebras advances readers from foundational concepts to cutting-edge research. Building on the groundwork laid in the first volume, it delves into significant mathematical developments from recent decades, preparing readers for research in relation algebras and Boolean algebras with operators. The text is organized modularly, allowing for in-depth exploration of various topics such as canonical extensions, completions, representations, varieties, and atom structures. Each chapter provides a thorough account of its subject, including historical context and numerous exercises. The clear exposition and comprehensive nature of each module make it suitable for independent learners, while researchers will find it a valuable reference for years to come. This work compiles over 75 years of advancements since Tarski's influential 1941 research, offering a cohesive treatment of the increasingly important field of relation algebras. The accessible prose guides readers through material that was previously scattered across technical journal articles, making it an essential resource for both students and experts. Readers are encouraged to have access to the first volume, as it contains critical references for fully engaging with the second.

Zakup książki

Advanced Topics in Relation Algebras, Steven Givant

Język
Rok wydania
2017
Oprawa
(twarda)
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Tytuł
Advanced Topics in Relation Algebras
Podtytuł
Relation Algebras, Volume 2
Język
angielski
Wydawca
Springer
Rok wydania
2017
Oprawa
twarda
Liczba stron
624
ISBN10
3319659448
ISBN13
9783319659442
Seria
Opis
The second volume of a two-part series on relation algebras advances readers from foundational concepts to cutting-edge research. Building on the groundwork laid in the first volume, it delves into significant mathematical developments from recent decades, preparing readers for research in relation algebras and Boolean algebras with operators. The text is organized modularly, allowing for in-depth exploration of various topics such as canonical extensions, completions, representations, varieties, and atom structures. Each chapter provides a thorough account of its subject, including historical context and numerous exercises. The clear exposition and comprehensive nature of each module make it suitable for independent learners, while researchers will find it a valuable reference for years to come. This work compiles over 75 years of advancements since Tarski's influential 1941 research, offering a cohesive treatment of the increasingly important field of relation algebras. The accessible prose guides readers through material that was previously scattered across technical journal articles, making it an essential resource for both students and experts. Readers are encouraged to have access to the first volume, as it contains critical references for fully engaging with the second.