• TRANSITIVITY ACTION OF A_n (n=5,6,7,8) ON UNORDERED AND ORDERED PAIRS

Kinyanjui J. N.; Musundi S. W.*; Rimberia J.; Sitati N. I.; Makila P.

• TRANSITIVITY ACTION OF A_n (n=5,6,7,8) ON UNORDERED AND ORDERED PAIRS

Kinyanjui J. N., Musundi S. W.*, Rimberia J., Sitati N. I., Makila P.

Abstract

In this paper, we study some transitivity action properties of the alternating group acting on unordered and ordered pairs from the set through determination of the number of disjoint equivalence classes called orbits. When , the alternating group acts transitively on both X⁽²⁾and X^[2].

Keywords

Orbits, alternating group A_n, ordered and unordered pairs from the set X.

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