5 From Power Sums to Polynomial Coefficients
Having established that the power sums are \(\theta \)-independent, we now apply Newton’s identities to deduce that the polynomial coefficients (except the constant term) are also \(\theta \)-independent.
Having established that the power sums are \(\theta \)-independent, we now apply Newton’s identities to deduce that the polynomial coefficients (except the constant term) are also \(\theta \)-independent.