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The Suzuki sporadic group, Suz or Sz is a sporadic simple group of order 2 13 · 3 7 · 5 2 · 7 · 11 · 13 = 448,345,497,600 discovered by Suzuki in 1969 One of an infinite family of Suzuki groups of Lie type discovered by Suzuki
The Suzuki groups Sz(q) or 2 B 2 (q) are simple for n≥1. The group Sz(2) is solvable and is the Frobenius group of order 20. The Suzuki groups Sz(q) have orders q 2 (q 2 +1)(q−1). These groups have orders divisible by 5, but not by 3. The Schur multiplier is trivial for n>1, Klein 4-group for n=1, i. e. Sz(8).
The Volkswagen Group will buy a 20% stake in Suzuki Motor Corp. ... Nuda was a full-time two-wheel drive prototype, incorporating power steering and a swing seat, ...
The automorphism group of the complex Leech lattice is the universal cover 6 · Suz of the Suzuki group. This makes the group 6 · Suz · 2 into a maximal subgroup of Conway's group Co 0 = 2 · Co 1 of automorphisms of the Leech lattice, and shows that it has two complex irreducible representations of dimension 12.
Outer automorphism group: 1⋅f⋅1, where f = 2n + 1. Other names: Suz(2 2n+1), Sz(2 2n+1). Isomorphisms: 2 B 2 (2) is the Frobenius group of order 20. Remarks: Suzuki group are Zassenhaus groups acting on sets of size (2 2n+1) 2 + 1, and have 4-dimensional representations over the field with 2 2n+1 elements. They are the only non-cyclic ...
This is a list of Suzuki automobiles from past and present. Most are designed and manufactured by Suzuki, while some vehicles are produced by other companies and supplied to Suzuki through an OEM supply basis. Many models are limited to some regions, while some others are marketed worldwide.
For Steinberg groups, α m = φ n for some positive integers m, n with m dividing n and m > 1. In this case the group of fixed points is also the group of points of a twisted (quasisplit) form of X defined over a finite field. For Ree groups, α m = φ n for some positive integers m, n with m not dividing n. In practice m=2 and n is odd.
The smallest, of order 29120, was the first simple group of order less than 1 million to be discovered since Dickson's list of 1900. He classified several classes of simple groups of small rank, including the CIT-groups and C-groups and CA-groups. There is also a sporadic simple group called the Suzuki group, which he