ON THE ZEROS OF SELF-RECIPROCAL POLYNOMIALS SATISFYING CERTAIN COEFFICIENT CONDITIONS
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초록

Kim and Park investigated the distribution of zeros around the unit circle of real self-reciprocal polynomials of even degrees with five terms, where the absolute value of middle coefficient equals the sum of all other coefficients. In this paper, we extend some of their results to the same kinds of polynomials with arbitrary many nonzero terms.

키워드

self-reciprocal polynomialszerosunit circleINVERSIVE POLYNOMIALS
제목
ON THE ZEROS OF SELF-RECIPROCAL POLYNOMIALS SATISFYING CERTAIN COEFFICIENT CONDITIONS
저자
Kim, Seon-HongLee, Jung Hee
DOI
10.4134/BKMS.2010.47.6.1189
발행일
2010-11
유형
Article
저널명
대한수학회보
47
6
페이지
1189 ~ 1194