cyclotomic polynomial
cyclic number
cyclotomic field
Bernstein basis polynomial
Abel polynomial
Horner's rule
absolute term
polynomial basis
nestohedron
Lagrange's interpolation formula
cubinvariant
Dickson's conjecture
Cullen number
all-one polynomial
Faulhaber's formula
Boas-Buck polynomial
irreducible
monic
Alexander polynomial
Sendov's conjecture
imaginary number
complex quantity
normal
polynomially
imaginary
Sierpinski number
Touchard polynomial
complex number
quadratic residue
Champernowne word
Eisenstein prime
coprime
eigenform
Proth number
Fermat's Last Theorem
biquadratic polynomial
Appell sequence
quartic polynomial
radical
trigonometric series
van der Waerden's theorem
quadratic form
Zariski topology
biquadratic
Dickson polynomial
absolute value
p-adic order
decic
quadratic
thiophosphoryl
quadratic polynomial
homogeneous function
separable polynomial
algebraic
hyperperfect number
multinomial
polynome
thiazyl
polynomial
Kronecker symbol
Eisenstein integer
transcendental
rational function
polynomic
phosphoryl
algebraic number
Fermat pseudoprime
Bézout's theorem
Weyl algebra
radicand
Herbrand-Ribet theorem
cominuscule
Legendre's differential equation
antipalindromic
complex
vanishing ideal
nonic
analytic function
degree of a polynomial
pentic
Polignac's conjecture
polynomialist
Bertrand-Chebyshev theorem
superior highly composite number
Carmichael number
bidegree
quintinvariant
linear equation
triangular number
discriminant
geometric mean
posynomial
semiartinian
natural logarithm
octal
Napierian logarithm

English words for '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

As you may have noticed, above you will find words for "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 to find a better fitting word. Finally, thanks to ChatGPT, the overall results have been greatly improved.

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