Title of article
Not all Epimorphisms are Surjective in the Class of Diagonal Cylindric Algebras
Author/Authors
Ahmed ، Tarek Sayed - Cairo University
Pages
11
From page
198
To page
208
Abstract
Let α be an infinite ordinal. We show that not all epimorphisms are surjective in the class Diα of diagonal cylindric algebras (regarded as a concrete category). It follows that Diα does not have the strong amalgamation property. This answers a question of Pigozzi.
Keywords
Algebraic logic , amalgmation property , cylindric algebras , di , agonal algebras
Journal title
General Mathematics Notes
Serial Year
2011
Journal title
General Mathematics Notes
Record number
2457350
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