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In this study, we use the Dunkl analogue properties to study the convergence properties of Phillips operators. By initiating the sequences of the new continuous function rₙ(x) on [0, ∞), we construct the Phillips operators. We calculate the qualitative outcomes in weighted Korovkin and Korovkin spaces to gain a deeper comprehension of the uniform convergence results of Phillips operators.
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Md. Nasiruzzaman (2025) studied this question.
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