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Abstract: This paper discusses an interpretation of relation algebra and fork algebra with respect to FCA contexts. In this case, "relation algebra" refers to the DeMorgan-Peirce-Schroeder-Tarski algebra and not to the "relational algebra" as described by Codd. The goal of this interpretation is to provide an algebraic formalisation of object-relational databases that is based on binary relations and thus closer to FCA and formal contexts than the traditional formalisation based on Codd. The... (Update)
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BibTeX entry: (Update)
@misc{ school-fca,
author = "Uta Priss School",
title = "An FCA interpretation of Relation Algebra",
url = "citeseer.ist.psu.edu/739624.html" }
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298 The Object-Oriented Database System Manifesto - Atkinson, Bancilhon et al. - 1989
197 A relational model for large shared data banks (context) - Codd - 1970
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49 Formal Concept Analysis (context) - Ganter, Wille - 1999
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14 The relational model of data and cylindric algebras (context) - Imielinski, Lipski - 1984
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7 Boolean Matrix Theory and Applications (context) - Kim - 1982
5 Peirce Algebras - Brink, Britz et al. - 1992
5 A Uniform Data Model for Relational Data and Meta-Data Query.. - Jain, Mendhekar et al. - 1995
4 Relation-algebraic semantics - Maddux - 1996
3 Relational Scaling and Databases (context) - Hereth - 2002
3 Applications of Alfred Tarski's Ideas in Database Theory - Jan - 2001
3 Existential Concept Graphs of Power Context Families (context) - Rudolf - 2002
2 Mining Complex Structures Using Context Concatenation in For.. (context) - Faid, Missaoui et al. - 1997
1 Fork Algebras: Past (context) - Marcelo, Paulo et al. - 2004
1 Human Performance in Relational Algebra (context) - Gary, James - 1988
1 Transitive closure in relational database systems (context) - Stefan - 2003
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