Computing of Z- valued Characters for the Projective Special Linear Group L2 (2m) and the Conway Group Co3


  •  Ali Moghani    

Abstract

According to the main result of W. Feit and G. M. Seitz (see, Illinois J. Math. 33 (1), 103-131, 1988), the projective special linear group L2 (2m) for m = 3, 4, 5 and the smallest Conway group Co3 are unmatured groups. In this paper, we continue our study on special finite groups (see Int. J. Theo. Physics, Group Theory, and Nonlinear Optics (17)1, 57-62, 2013) and the dominant classes and Q- conjugacy characters for the above groups are derived.



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