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19/08/08 · Ce qui veut dire que le polynôme x^nb^n n'a pas de racines si b est non nul, et qu'il ne peut pas être factorisé sous la forme x^nb^n = (xα)P(x) (P étant un autre polynôme) Cela dit, ça n'empêche pas une factorisation en utilisant de puissances de a et b, comme celle citée cidessus.
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