用P表示一个度为d的首一多项式,Jp表示它的Julia集.本文得到Julia集Jp和其等势Гp(R)上的d^n-阶Chebyshev多项式,并举例说明二者并不总是相等.
Let P be a monic polynomial of degree d, and Jp be the Julia set of P. We obtain the d^n-th Chebyshev polynomials on the Julia set Jp and on the equipotential curves Fp(R) of Jp, and give an example to show that they are not always equal.