In the area of modern algebra known as group theory, the Suzuki groups, denoted by Sz(22n+1), 2B2(22n+1), Suz(22n+1), or G(22n+1), form an infinite family of groups of Lie type found by Suzuki, that are simple for n ≥ 1. These simple groups are the only finite non-abelian ones with orders not divisible by 3.
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