Abstract
The Shapiro–Rudin polynomials are well traveled, and their relation to Golay complementary pairs is well known. Because of the importance of Golay pairs in recent applications, we spell out, in some detail, properties of Shapiro–Rudin polynomials and Golay complementary pairs. However, the theme of this paper is an apparently new elementary geometric observation concerning cusp-like behavior of certain Shapiro–Rudin polynomials.
Citation
John Benedetto. Jesse Sugar Moore. "Geometric properties of Shapiro–Rudin polynomials." Involve 2 (4) 451 - 470, 2009. https://doi.org/10.2140/involve.2009.2.451
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