Some Estimates in Approximation Theory Using Differences of Linear Positive Operators
Current Overview on Science and Technology Research Vol. 3,
6 September 2022
,
Page 112-119
https://doi.org/10.9734/bpi/costr/v3/2978C
Abstract
In the present chapter we study about the approximation properties of differences of linear positive operators. Here we have discussed quantitative estimates for the differences of Baskakov operators with various variants of Baskakov operators like Baskakov with Baskakov-Szasz and Baskakov-Durrmeyer operators. Additionally, Baskakov-Szasz and Baskakov-Durrmeyer operators' distinct properties have been provided. Ultimately, we establish the quantitative estimate for these operators in terms of the weighted modulus of smoothness.
- Difference of operators
- linear positive operators
- modulus of continuity
- approximation theory
- baskakov-operators