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math.GR2010★ 71 cited
Growth in finite simple groups of Lie type of bounded rank
László Pyber, Endre Szabó
We prove that if L is a finite simple group of Lie type and A a symmetric set of generators of L, then A grows i.e |AAA| > |A|^{1+epsilon} where epsilon depends only on the Lie ran…
math.GR2010★ 14 cited
Growth in finite simple groups of Lie type
László Pyber, Endre Szabó
We prove that if L is a finite simple group of Lie type and A a symmetric set of generators of L, then A grows i.e |AAA| > |A|^(1+epsilon) where epsilon depends only on the Lie ran…