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Preprint Number 877
877. Joshua Wiscons A reduction theorem for primitive binary permutation groups E-mail: Submission date: 12 June 2015. Abstract: A permutation group (X,G) is said to be binary, or of relational
complexity
2, if for all n, the orbits of G (acting diagonally) on X^2
determine
the orbits of G on X^n in the following sense: for all
Mathematics Subject Classification: Primary 20B15, Secondary 03C13 Keywords and phrases: |

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