Universal Algebra, Algebraic Logic, and Databases (Mathematics and Its Applications)

Universal Algebra, Algebraic Logic, and Databases (Mathematics and Its Applications)
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Universal Algebra, Algebraic Logic, and Databases (Mathematics and Its Applications) Description

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This volume is devoted to developing an algebraic model databases. The first chapter supplies a general introduction. The sixteen chapters are divided into 3 main parts. The first part deals with a variety of aspects of universal algebra. The chapters in Part I discuss topics such as games, algebras and modeling, basic structures, categories, category of devices, suggestions, fuzzy logic, varieties of algebras, classes axiomatic algebra and the category of algebraic theories. The second part deals with different approaches to algebraization predicate calculus. This material is intended to be utilized primarily for databases, although some debates purely algebraic applications are also given. Discussed here are substances that Boolean algebra and propositional calculus, Halmos algebras and predicate calculus, relations with the theory of the model and the categorical approach to algebraic logic. Component III deals specifically with the algebraic model of databases, which cooperated Universal Algebra, Algebraic Logic, and Databases (Mathematics and Its Applications)

\n\nUniversal Algebra, Algebraic Logic, and Databases (Mathematics and Its Applications) Ebook

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