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SOLVED: Let +1, i, j, k be the quaternion group of order 8. Determine the structure of the inner automorphism group Inn(Q8). Show that S4 is isomorphic to Aut(Q8). Define the function @:
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A Group and Its Center, Intuitively
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Cayley's Theorem & Automorphisms (10/16) Cayley's Theorem. Every group is isomorphic to some permutation group. This says that in some sense permutation. - ppt download
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