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Complexity of Infinite-Domain Constraint Satisfaction (Lecture Notes in Logic, Series Number 52) - Manuel Bodirsky June 10, 2021 PDF  BOOKS
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Complexity of Infinite-Domain Constraint Satisfaction (Lecture Notes in Logic, Series Number 52)
Author: Manuel Bodirsky
Year: June 10, 2021
Format: PDF
File size: PDF 8.0 MB
Language: English



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Book Description: Complexity of Infinite Domain Constraint Satisfaction Lecture Notes in Logic Series Number 52 Manuel Bodirsky June 10, 2021 Pages: Genre: Non-Fiction, Computer Science, Mathematics, Logic, Combinatorics, Dynamical Systems Overview: In this thought-provoking and insightful book, [Insert Author's Name] delves into the intricate world of constraint satisfaction problems (CSPs) and explores their relationship with universal algebra, revealing a surprising link that sheds light on the complexity of these problems. This self-contained introduction to the universal algebraic approach to complexity classification covers both finite and infinite domain CSPs, providing a comprehensive understanding of the subject matter. As the reader embarks on this journey, they will discover the connections between Ramsey theory and topological dynamics, further illuminating the realm of CSPs and their implications for complexity theory. Plot Summary: The book begins by introducing the concept of CSPs and their prevalence in various areas of theoretical computer science. The author then delves into the fascinating world of universal algebra, explaining the required background from logic and combinatorics, particularly model theory and Ramsey theory.
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無限ドメイン制約満足度の複雑さロジックシリーズ番号52 Manuel Bodirsky 20216月10日Страницы: ジャンル:ノンフィクション、コンピュータサイエンス、数学、論理、組み合わせ、ダイナミカルシステムレビュー: この感動的で洞察力のある本では、[著者の名前を挿入]は、制約満足問題(CSP)の複雑な世界を掘り下げ、それらの普遍代数との関係を探求し、これらの問題の複雑さに光を当てる驚くべき接続を発見します。複雑性分類に対する普遍代数学的アプローチへのこの自己完結型の導入は有限CSPと無限CSPの両方をカバーしており、主題を包括的に理解することができる。読者がこの旅に乗り出すとき、彼らはラムゼイ理論とトポロジカル・ダイナミクスの間の関係を発見し、CSP球とそれらの複雑性理論への影響をさらに照らします。プロット要約:本は、理論計算機科学の様々な分野におけるCSPの概念とその普及の導入から始まります。著者はその後、普遍代数学の魅力的な世界を掘り下げ、論理学と組み合わせ論、特にモデル理論とラムゼイ理論から必要な背景を説明します。

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