This research defines new subclasses of Janowski functions, focusing on their coefficient bounds and implications.
In this article, we study the concept of a linear multiplier fractional q-differintegral operator associated with the symmetric conic domain. This work aims to define new subclasses of \(k-STσ, mq, β[X, Y]\) with Janowski functions, their coefficient bounds, and their consequences result are derived.
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Ahmed et al. (2025) studied this question.
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