With C the field of complex numbers and S the ring of 2 Ã 2 real matrices

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With C the field of complex numbers and S the ring of 2 × 2 real matrices of the form
With C the field of complex numbers and S the

define f: C †’ S by f(a + bi) =

With C the field of complex numbers and S the

for a + bi ˆˆ C. Prove that f is a ring isomorphism.

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