Mathematics The Number of Zeros of a Polynomial in a Disk as a Consequence of Coefficient Inequalities with Multiple Reversals EAST TENNESSEE STATE UNIVERSITY Robert Gardner BryantDerekIn this thesis, we explore the effect of restricting the coefficients of polynomials on the bounds for the number of...
B.N. Datta: Matrix equations, matrix polynomials and the number of zeros of a polynomial inside the unit circle, Linear and Multilinear Alg. 9 (1980), 63–68.Datta,B.N.Matrix equations, matrix polynomials and the number of zeros of a polynomial inside the unit circle.Linear and ...
62、Imre Ruzsa Additive decomposition of signed primes (NTWS 062) 39:31 Ben Green New lower bounds for van der Waerden numbers (NTWS 069) 54:03 Lior Bary-Soroker Random Polynomials, Probabilistic Galois Theory, [.] (NTWS 064 42:42 Oleksiy Klurman On the zeros of Fekete polynomials...
Problems and Solutions: Solutions: The Number of Zeros of a Maclaurin Polynomial: 10671. 来自 AMS 喜欢 0 阅读量: 11 作者:F Rothe,SS Kim 年份: 1974 收藏 引用 批量引用 报错 分享 全部来源 求助全文 AMS 相似文献Theory of LTR for nonminimum phase systems, recoverable target loops, recovery ...
of moduli spaces of rational curves 54:26 Zeros of linear combinations of Dirichlet L-functions on the critical line 48:49 The rank of elliptic curves 40:40 A Weyl-type inequality for irreducible elements in function fields, with applica 49:34 BALOG ANTAL_ ON THE L1 NORM OF TRIGONOMETRIC ...
A harmonic polynomial of degree n has at most n 2 zeros. It is shown that this bound is exact.doi:10.1007/BF02787790Daoud BshoutyWalter HengartnerTiferet SuezSpringer-VerlagJournal D'analyse MathématiqueThe exact bound on the number of zeros of harmonic polynomials - Bshouty, Hengartner, ...
The number of zeros of a polynomial in a disk as a consequence of restrictions on the coefficients In this paper we study the distribution of zeros of each entire function of the sequence { G n ( z ) 鈮 1 + 2 z + + n z : n 2 }, which approaches the Rie... R Gardner,B Shi...
An effective lower bound on the “Diophantine approximation” of algebraic functions by rational functions A harmonic polynomial of degreen has at mostn2 zeros. It is shown that this bound is exact. CF Osgood - 《Mathematika》 被引量: 21发表: 1973年 A bound on the minimum of a real positiv...
On the expected number of real zeros of random trigonometric polynomials This paper provides an asymptotic estimate for the expected number of real zeros of random trigonometric polynomial g0+g1 cosθ + g2 cos2θ+… gn cos nθ where gj(j = 0, 1, 2,…n) are independent normally ...
On the number of zeros of certain harmonic polynomials Using techniques of complex dynamics we prove the conjecture of Sheil-Small and Wilmshurst that the harmonic polynomial $z-\\overline{p(z)}$, $\\deg p=n>1$... D Khavinson,G Swiatek - 《Proceedings of the American Mathematical ...