Stanley K. Rotich

Action of the Symmetric Group \(S_7\) on Unordered Pairs

Stanley K. Rotich · Journal of Advances in Mathematics and Computer Science · 2023

In this paper some properties of Symmetric group G = \(S_7\) on \(X^2\) are investigated.  It is shown that G acts transitively, primitively but not doubly transitively on \(X^2\) . The orbits of G {1,2} acting on \(X^2\) and the orbits of G acting on \(X^2\) \(\times\) \(X^2\) a...