Definitions from Wiktionary (cyclotomic polynomial)
▸ noun: (algebra) For a positive integer n, a polynomial whose roots are the primitive nᵗʰ roots of unity, so that its degree is Euler's totient function of n. That is, letting ζₙ=e^(i 2π/n) be the first primitive nᵗʰ root of unity, then Φₙ(x)=∏_( stackrel )1
▸ Words similar to cyclotomic polynomial
▸ Usage examples for cyclotomic polynomial
▸ Idioms related to cyclotomic polynomial
▸ Wikipedia articles (New!)
▸ Words that often appear near cyclotomic polynomial
▸ Rhymes of cyclotomic polynomial
▸ Invented words related to cyclotomic polynomial
▸ noun: (algebra) For a positive integer n, a polynomial whose roots are the primitive nᵗʰ roots of unity, so that its degree is Euler's totient function of n. That is, letting ζₙ=e^(i 2π/n) be the first primitive nᵗʰ root of unity, then Φₙ(x)=∏_( stackrel )1
Similar:
cyclotomic field,
cyclotomy,
cyclotomics,
cyclic number,
primitive polynomial,
primitive root,
cototient,
elementary symmetric polynomial,
root of unity,
noncototient,
more...
▸ Words similar to cyclotomic polynomial
▸ Usage examples for cyclotomic polynomial
▸ Idioms related to cyclotomic polynomial
▸ Wikipedia articles (New!)
▸ Words that often appear near cyclotomic polynomial
▸ Rhymes of cyclotomic polynomial
▸ Invented words related to cyclotomic polynomial