# title
Flatness of conjugate reciprocal unimodular polynomials

# abstract
2015 Elsevier Inc. A polynomial is called unimodular if each of its coefficients is a complex number of modulus 1. A polynomial P of the form P(z)=j=0 najzj is called conjugate reciprocal if an-j=j, ajC for each j=0, 1, . . .. , n. Let D be the unit circle of the complex plane. We prove that there is an absolute constant > 0 such that, for every conjugate reciprocal unimodular polynomial of degree m. We also prove that there is an absolute constant > 0 such that, and, for every conjugate reciprocal unimodular polynomial of degree m, where.

# publicationVenue.label
Journal of Mathematical Analysis and Applications

# publicationOutlet
JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS