A Study of Third and Fourth Hankel Determinant Problem for a Particular Class of Bounded Turning Functions

Kaur Gaganpreet; Singh Gurmeet; Arif MuhammadChinram RonnasonIqbal Javed

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A Study of Third and Fourth Hankel Determinant Problem for a Particular Class of Bounded Turning Functions

机译：A Study of Third and Fourth Hankel Determinant Problem for a Particular Class of Bounded Turning Functions

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In this present paper, a new generalized class R-p,R-q from the family of function with bounded turning was introduced by using (p, q)-derivative operator. Our aim for this class is to find out the upper bound of third- and fourth-order Hankel determinant. Moreover, the upper bounds for two-fold and three-fold symmetric functions for this class are also obtained.

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《Mathematical Problems in Engineering: Theory, Methods and Applications》 |2021年第18期|6687805.1-6687805.8|共8页
作者
Kaur Gaganpreet; Singh Gurmeet; Arif MuhammadChinram RonnasonIqbal Javed;
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Punjabi Univ, Dept Math, Patiala 147001, Punjab, India;

Khalsa Coll, Dept Math, Patiala 147002, Punjab, India;

Abdul Wali khan Univ Mardan, Dept Math, Mardan 23200, PakistanPrince Songkla Univ, Fac Sci, Div Computat Sci, Hat Yai Songkhla 90110, Thailand;

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A Study of Third and Fourth Hankel Determinant Problem for a Particular Class of Bounded Turning Functions

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