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A brief history of algebraic logic from neat embeddings to rainbow constructions
[article]
2015
arXiv
pre-print
We take a long magical tour in algebraic logic, starting from classical results on neat embeddings due to Henkin, Monk and Tarski, all the way to recent results in algebraic logic using so--called rainbow constructions invented by Hirsch and Hodkinson. Highlighting the connections with graph theory, model theory, and finite combinatorics, this article aspires to present topics of broad interest in a way that is hopefully accessible to a large audience. The paper has a survey character but it
arXiv:1508.05840v1
fatcat:xsyr345hgzf4natorz4ds6hy6q