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As part of this study, we propose a modification of the so-known Lupaş-Kantrovich that preserve exponential function. To support this claim, we estimate the convergence rate of the operators in terms of both the usual and exponential modulus of continuity. Our analysis also includes a global estimate and quantitative Voronovskaya results. Demonstrating the effectiveness of modified operators, we provided a result and supporting graphs.

An approach to preserve functions with exponential growth by using modified Lupaş-Kantrovich operators