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math.NA2016
How Many Real Attractive Fixed Points Can A Polynomial Have?
Terence Coelho, Bahman Kalantari
We prove a complex polynomial of degree has at most attractive fixed points lying on a line. We also consider the general case.
math.NA2016★ 3 cited
A Necessary and Sufficient Condition for Local Maxima of Polynomial Modulus Over Unit Disc
Bahman Kalantari
An important quantity associated with a complex polynomial is , the maximum of its modulus over the unit disc . We prove, is a local max…