On embeddings of relational categories into algebraic categories

Authors

  • Josef Slapal

DOI:

https://doi.org/10.1285/i15900932v13n2p283

Abstract

We show that the fundamental relationship between relational systems and universal algebras, i. e. the relationship that universal algebras are special cases of relational systems,is valid also conversely: relational systems can be considered as specia universal algebras.This result is formulated on the category theoretical level - for relational systems we defìne a special type of homomorphisms with respect to which relational categories can be embedded into algebraic categories.

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Published

01-01-1993

Issue

Volume 13, Issue 2 (1993)

Section

Articoli

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