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APPROXIMATION BY MODIFIED POST-WIDDER OPERATORS
( Sheetal Deshwal ),( Rupesh K. Srivastav ),( Gopi Prasad ) 한국수학교육학회 2023 純粹 및 應用數學 Vol.30 No.1
The current article manages with new generalization of Post-Widder operators preserving constant function and other test functions in Bohmann-Korovkin sense and studies the approximation properties via different estimation tools like modulus of continuity and approximation in weighted spaces. The viability of the recently modified operators as per classical Post-Widder operators is introduced in specific faculties also. Numerical examples are additionally introduced to verify our theortical results. In second last section we introduce Grüss-Voronovskaya results and in last section, we show the better approximation our new modified operators via graphical exmaples using Mathematica.