Definition für cyclotomic polynomial

• For a positive integer ''n'', a polynomial whose roots are the primitive ''n''^th roots of unity, so that its degree is the Euler's totient function of ''n''. In symbols, letting $\backslash zeta\_n\; =\; e^\{i\; 2\; \backslash pi\; /\; n\}$ be the first primitive ''n''^th root of unity, then is the ''n''^th such polynomial

Anwendungsbeispiele

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