“School of Mathematics”
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Paper IPM / M / 760  


Abstract:  
For a finite group G, let π_{e}(G) be the set of order of elements in G and denote S_{n} the symmetric group on n letters. We will show that
if π_{e}(G)=π_{e}(H), where H is S_{p} or S_{p+1} and p is a prime with 50 < p < 100, then G ≅ H.
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