Kempe's universality theorem

ID: kempe-s-universality-theorem

Kempe's universality theorem is a significant result in the field of graph theory and automata theory, specifically concerning the properties of certain types of logical structures. The theorem states that every finite structure can be embedded in a sufficiently large and well-behaved universal structure. In more technical terms, let’s consider a vocabulary (a set of symbols that represent functions, relations, and constants).

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