This analysis reveals geometric properties of zeros in complex polynomials, indicating significant insights into their distribution.
In this paper, we determine the regions which enclose all the zeros of the generalized derivative of a polynomial. The established results provide an extension to some interesting results. Specifically, we present new geometric properties of the zeros and their bounds, which offer a deeper understanding of their distribution in the complex plane.
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Bhat et al. (2026) studied this question.
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