A note on the maximal coefficients of squares of Newman polynomials

@inproceedings{Berenhaut2006ANO,
  title={A note on the maximal coefficients of squares of Newman polynomials},
  author={Kenneth S. Berenhaut and Filip Saidak},
  year={2006}
}
In a recent paper [12] Gang Yu stated the following conjecture: Let {pi}i=1 be an arbitrary sequence of polynomials with increasing degrees and all coefficients in {0, 1}. If we denote by (#pi) the number of non-zero coefficients of pi, and let M(pi ) be the maximal coefficient of pi , then Q := lim inf i→∞ deg(pi) M(pi ) (#pi) ≥ 1, (∗) as long as (#pi) = o… CONTINUE READING