Add to ORKGAbstract. A well known result due to Ankeny and Rivlin [1] states that if p(z) = ∑n j=0 ajz j is a polynomial of degree n satisfying p(z) ̸ = 0 for |z | < 1, then for R ≥ 1 ma
Abstract. In this paper, we put restrictions on the coefficients of polynomials and give bounds conc...
AbstractThe classical Enestöm-Kekeya Theorem states that a polynomial p(z) = Σnv = 0avzv satisfying ...
In this paper we survey work on and around the following conjecture, which was first stated about 45...
A well known result due to Ankeny and Rivlin [1] states that if p(z) = ∑v=0n avzv is a polynomial of...
Let be a polynomial of degree , and . If in , then according to a well known result of Ankeny an...
A well known result due to Ankeny and Rivlin [1] states that if p(z) = ∑v=0n avzv is a polynomial of...
A well known result due to Ankeny and Rivlin [1] states that if p(z) = ∑v=0n avzv is a polynomial of...
Let f(z) be an arbitrary entire function and M(f, r) = max |z|=r |f(z)|. A well-known theorem of An...
In this paper we consider a polynomial having no zeros in the disk . We investigate the dependence ...
This paper deals with the problem of finding some upper bound estimates for the maximum modulus of t...
Let p(z) = "=oavZ be a polynomial of degree n, M(p,R) = maxlzl=R.>_l}p(z)l and pll- maxl=l--...
Let p(z) = "=oavZ be a polynomial of degree n, M(p,R) = maxlzl=R.>_l}p(z)l and pll- maxl=l--...
AbstractLet P(z) = ∑n−1j=0ajzj+zn (n ≥ 2) be a polynomial with complex coefficients, where not all o...
If P(z) is a polynomial of degree n, having no zeros in the unit disc, then for all α, β ∈ C with α ...
If P(z) is a polynomial of degree n, having no zeros in the unit disc, then for all α, β ∈ C with α ...
Abstract. In this paper, we put restrictions on the coefficients of polynomials and give bounds conc...
AbstractThe classical Enestöm-Kekeya Theorem states that a polynomial p(z) = Σnv = 0avzv satisfying ...
In this paper we survey work on and around the following conjecture, which was first stated about 45...
A well known result due to Ankeny and Rivlin [1] states that if p(z) = ∑v=0n avzv is a polynomial of...
Let be a polynomial of degree , and . If in , then according to a well known result of Ankeny an...
A well known result due to Ankeny and Rivlin [1] states that if p(z) = ∑v=0n avzv is a polynomial of...
A well known result due to Ankeny and Rivlin [1] states that if p(z) = ∑v=0n avzv is a polynomial of...
Let f(z) be an arbitrary entire function and M(f, r) = max |z|=r |f(z)|. A well-known theorem of An...
In this paper we consider a polynomial having no zeros in the disk . We investigate the dependence ...
This paper deals with the problem of finding some upper bound estimates for the maximum modulus of t...
Let p(z) = "=oavZ be a polynomial of degree n, M(p,R) = maxlzl=R.>_l}p(z)l and pll- maxl=l--...
Let p(z) = "=oavZ be a polynomial of degree n, M(p,R) = maxlzl=R.>_l}p(z)l and pll- maxl=l--...
AbstractLet P(z) = ∑n−1j=0ajzj+zn (n ≥ 2) be a polynomial with complex coefficients, where not all o...
If P(z) is a polynomial of degree n, having no zeros in the unit disc, then for all α, β ∈ C with α ...
If P(z) is a polynomial of degree n, having no zeros in the unit disc, then for all α, β ∈ C with α ...
Abstract. In this paper, we put restrictions on the coefficients of polynomials and give bounds conc...
AbstractThe classical Enestöm-Kekeya Theorem states that a polynomial p(z) = Σnv = 0avzv satisfying ...
In this paper we survey work on and around the following conjecture, which was first stated about 45...