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The theory of relational databases
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ISBN: 0914894420 Year: 1983 Publisher: London Pitman

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Oracle8 programming : a primer
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ISBN: 0201612585 Year: 2000 Publisher: Reading, Mass. : Addison-Wesley,

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Relational information systems
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ISBN: 0835966429 Year: 1984 Publisher: Reston, Va Reston Publishing

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The practical SQL handbook : using structured query language
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ISBN: 0201447878 9780201447873 Year: 1996 Publisher: Reading, Mass. : Addison-Wesley Developers Press,

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Relational database design clearly explained
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ISBN: 0123264251 Year: 1998 Publisher: San Diego : AP Professional,

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Relational database writings, 1991-1994
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ISBN: 0201824590 Year: 1995 Publisher: Amsterdam Addison-Wesley

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Oracle database administration : the essential reference
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Year: 1999 Publisher: Sebastopol, CA : O'Reilly,

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ORACLE8: the complete reference
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ISBN: 007882396X Year: 1997 Publisher: Berkeley, Calif. McGraw-Hill

Oracle : the complete reference
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ISBN: 0078816351 Year: 1990 Publisher: Berkeley : Osborne McGraw-Hill,


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Datalog and logic databases
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ISBN: 9781627051132 9781627051149 1627051139 1627051147 Year: 2016 Publisher: San Rafael, California : Morgan & Claypool,

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The use of logic in databases started in the late 1960s. In the early 1970s Codd formalized databases in terms of the relational calculus and the relational algebra. A major influence on the use of logic in databases was the development of the field of logic programming. Logic provides a convenient formalism for studying classical database problems and has the important property of being declarative, that is, it allows one to express what she wants rather than how to get it. For a long time, relational calculus and algebra were considered the relational database languages. However, there are simple operations, such as computing the transitive closure of a graph, which cannot be expressed with these languages. Datalog is a declarative query language for relational databases based on the logic programming paradigm. One of the peculiarities that distinguishes Datalog from query languages like relational algebra and calculus is recursion, which gives Datalog the capability to express queries like computing a graph transitive closure. Recent years have witnessed a revival of interest in Datalog in a variety of emerging application domains such as data integration, information extraction, networking, program analysis, security, cloud computing, ontology reasoning, and many others. The aim of this book is to present the basics of Datalog, some of its extensions, and recent applications to different domains.

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