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September 10, 2025FilomatOpen Access

A study of generalized Gamma-type operators

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The study calculates the convergence rate of gamma operators for locally bounded functions, showing effective approximation methods.
Using probability theory, the approximation properties of gamma operators were analyzed, revealing optimal convergence rates.
Bojanic-Cheng's method allows for precise calculations related to absolutely continuous functions, enhancing theoretical understanding.
Convergence to specific functions was illustrated with Maple software, demonstrating practical applications of the results.

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Study reveals convergence rates for gamma operators in absolutely continuous functions, indicating effective techniques for approximation.

Yadav et al. (2025) studied this question.

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Study reveals convergence rates for gamma operators in absolutely continuous functions, indicating effective techniques for approximation.