Add to ORKGLet P(z) be a polynomial of degree n not vanishing in |z| 1 |P(z)| in terms of R,n,k, max|z|=1 |P(z)| and min|z|=k |P(z)|. Among other things our result includes a refinement of a theorem due to Ankeny and Rivilin as a special case. We shall also prove an another result of similar nature
Abstract. Let p(z) = a0 + ∑n j=t ajzj be a polynomial of degree n, having no zeros in |z | < k, ...
AbstractIf P(z)=∑ν=0ncνzν is a polynomial of degree n having no zeros in |z|<1, then for |β|⩽1, it w...
Abstract. In this paper, we study the growth of polynomials of degree n having all its zeros on |z| ...
Let P(z) be a polynomial of degree n not vanishing in |z| 1 |P(z)| in terms of R,n,k, max|z|=1 |P(z)...
This paper deals with the problem of finding some upper bound estimates for the maximum modulus of t...
Let f(z) be an arbitrary entire function and M(f,r) = max|z|=r |f(z)|. For a polynomial p(z) of degr...
For an arbitrary entire function f(z)$, let M(f,d) = max|z|=d |f(z)|. It is known that if the geomet...
For an arbitrary entire function f(z)$, let M(f,d) = max|z|=d |f(z)|. It is known that if the geomet...
AbstractLet p(z) = ∑nv = 0 avzv be a polynomial of degree n and let M(p, r) = max¦z¦ = r ¦p(z)¦. It ...
Let f(z) be an arbitrary entire function and M(f,r) = max|z|=r |f(z)|. For a polynomial p(z) of degr...
AbstractIf p(z) is a polynomial of degree at most n having no zeros in ¦z¦ < 1, then according to a ...
AbstractLet p(z) = ∑v = 0navzv be a polynomial of degree n having no zeros in ¦z¦ < k, k ⩾ 1. Then w...
Let $p(z)$ be a polynomial of degree $n$ having no zero in $|z|< k$, $k\leq 1$, then Govil [Proc. Na...
Abstract. Let p(z) = a0 + ∑n j=t ajzj be a polynomial of degree n, having no zeros in |z | < k, ...
Abstract. Let p(z) = a0 + ∑n j=t ajzj be a polynomial of degree n, having no zeros in |z | < k, ...
Abstract. Let p(z) = a0 + ∑n j=t ajzj be a polynomial of degree n, having no zeros in |z | < k, ...
AbstractIf P(z)=∑ν=0ncνzν is a polynomial of degree n having no zeros in |z|<1, then for |β|⩽1, it w...
Abstract. In this paper, we study the growth of polynomials of degree n having all its zeros on |z| ...
Let P(z) be a polynomial of degree n not vanishing in |z| 1 |P(z)| in terms of R,n,k, max|z|=1 |P(z)...
This paper deals with the problem of finding some upper bound estimates for the maximum modulus of t...
Let f(z) be an arbitrary entire function and M(f,r) = max|z|=r |f(z)|. For a polynomial p(z) of degr...
For an arbitrary entire function f(z)$, let M(f,d) = max|z|=d |f(z)|. It is known that if the geomet...
For an arbitrary entire function f(z)$, let M(f,d) = max|z|=d |f(z)|. It is known that if the geomet...
AbstractLet p(z) = ∑nv = 0 avzv be a polynomial of degree n and let M(p, r) = max¦z¦ = r ¦p(z)¦. It ...
Let f(z) be an arbitrary entire function and M(f,r) = max|z|=r |f(z)|. For a polynomial p(z) of degr...
AbstractIf p(z) is a polynomial of degree at most n having no zeros in ¦z¦ < 1, then according to a ...
AbstractLet p(z) = ∑v = 0navzv be a polynomial of degree n having no zeros in ¦z¦ < k, k ⩾ 1. Then w...
Let $p(z)$ be a polynomial of degree $n$ having no zero in $|z|< k$, $k\leq 1$, then Govil [Proc. Na...
Abstract. Let p(z) = a0 + ∑n j=t ajzj be a polynomial of degree n, having no zeros in |z | < k, ...
Abstract. Let p(z) = a0 + ∑n j=t ajzj be a polynomial of degree n, having no zeros in |z | < k, ...
Abstract. Let p(z) = a0 + ∑n j=t ajzj be a polynomial of degree n, having no zeros in |z | < k, ...
AbstractIf P(z)=∑ν=0ncνzν is a polynomial of degree n having no zeros in |z|<1, then for |β|⩽1, it w...
Abstract. In this paper, we study the growth of polynomials of degree n having all its zeros on |z| ...