摘要
In this paper, we consider the class of polynomials P(z)= anz^n+ ∑vn=μan-vz^n-v,1≤μ≤n , having all zeros in |z|≤k, k ≤1 and thereby present an alternative proof, independent of Laguerre's theorem, of an inequality concerning the polar derivative of a polynomial.
In this paper, we consider the class of polynomials P(z)= anz^n+ ∑vn=μan-vz^n-v,1≤μ≤n , having all zeros in |z|≤k, k ≤1 and thereby present an alternative proof, independent of Laguerre's theorem, of an inequality concerning the polar derivative of a polynomial.
基金
supported by the University of Kashmir vide No: F (Seed Money Grant) RES/KU/13