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Artin Exponent of SL(2,Z_2p) | ||
| Baghdad College of Economic sciences University | ||
| Article 1, Volume 0, Issue 37, 2018, Pages 342-358 | ||
| Authors | ||
| Ahmed Baqer Hussein; Ali Kareem Kadhim; Alla Tareq Balasim | ||
| Abstract | ||
| Let G be the finite special linear group SL(2,Z_2p ). In this work we determined the order of this group, exponent of G, number of conjugacy classes and Artin exponent A(G) . For p=5,7 and 11, We found that the order of G is [6p.(p^2-1)], exponent of G is [1/2 p(p^2-1)], the number of conjugacy classes is (3p+12) and A(G)=p^2-1 . | ||
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