Suzuki Sporadic Group
In mathematical group theory, the Suzuki group Suz or Sz is a sporadic simple group of order 213 · 37 · 52· 7 · 11 · 13 = 448,345,497,600 discovered by Suzuki (1969) as a rank 3 permutation group on 1782 points with point stabilizer G2(4). It is not related to the Suzuki groups of Lie type. The Schur multiplier has order 6 and the outer automorphism group has order 2.
Read more about Suzuki Sporadic Group: Complex Leech Lattice, Suzuki Chain, Maximal Subgroups
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