A new modification of gamma operators

In this thesis, the new modification of Gamma operators that protect polynomials in the sense of Bohman-Korovkin is discussed and their approach properties are examined: Voronovskaya type theorems, weighted approach and convergence rate are captured. The efficiency of the newly modified operators over the conventional ones is also presented in some respects. Visual examples highlighting the performance of new structures of Gamma operators in the context of a one-dimensional approach are also presented.