Bijectivity proof concerning congruence class in F[x] modulo a fixed polynomial p(x)
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Apr29-11, 09:05 AM
Here, I need to prove that whenever F[a]/(p(a)) = F[b]/(p(b)) in F[x]/(p(x)), then a = b in S.
What do you mean with F[a]/(p(a))? In fact, what do you mean with F[a], I'm not used to such a notations...