By Peter J. Cameron

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**Oligomorphic Permutation Groups (London Mathematical Society Lecture Note Series)**

The research of permutation teams has consistently been heavily linked to that of hugely symmetric buildings. The items thought of listed below are countably countless, yet have in basic terms finitely many various substructures of any given finite dimension. they're accurately these constructions that are decided through first-order logical axioms including the belief of countability.

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