Location of zeros of a Lacunary type polynomial Subhasis Das and University of Craiova For a given polynomial p(z) of degree n with real or complex coefficients, our basic aim has been to determine the smallest region in which all the zeros of p(z) lie. In the present paper, we have obtained a result by using Lacunary type polynomial which gives the region of zeros neither circular nor annular except in some particular cases. Our result plays an important role to reduce the region of polynomial zeros.
AN IMPROVEMENT OF CAUCHY RADIUS FOR THE ZEROS OF A POLYNOMIAL. S DAS Mathematica (1222-9016) 65 (2) 2023
Location of zeros of a Lacunary type polynomial S Das Annals of the University of Craiova-Mathematics and Computer Science Series 2022
Zeros of lacunary type polynomials S Das Eurasian Mathematical Journal 13 (1), 32-43 2022
Annular bounds for the zeros of polynomials S Das Bulletin mathmatique de la Socit des Sciences Mathmatiques de Roumanie 2020
ON CAUCHY’S TYPE BOUND FOR ZEROS OF A POLYNOMIAL S Das Annals: Series on Mathematics & its Applications 12 2020
On zeros of polynomial S Das Уфимский математический журнал 11 (1), 113-119 2019
On Cauchy’s proper bound for zeros of a polynomial S Das, SK Datta Int. J. Math. Sci. Eng. Apple 2 (4), 241-252 2008
Certain Generalizations of Enestrom-Kakeya Theorem A Chattopadhyay, S Das, VK Jain, H Konwar The Journal of the Indian Mathematical Society, 147-156 2005
MOST CITED SCHOLAR PUBLICATIONS
Certain Generalizations of Enestrom-Kakeya Theorem A Chattopadhyay, S Das, VK Jain, H Konwar The Journal of the Indian Mathematical Society, 147-156 2005 Citations: 17
On Cauchy’s proper bound for zeros of a polynomial S Das, SK Datta Int. J. Math. Sci. Eng. Apple 2 (4), 241-252 2008 Citations: 8
Annular bounds for the zeros of polynomials S Das Bulletin mathmatique de la Socit des Sciences Mathmatiques de Roumanie 2020 Citations: 2
On zeros of polynomial S Das Уфимский математический журнал 11 (1), 113-119 2019 Citations: 1