Convergence in the Variation Seminorm by Generalized Kantorovich-Type Szász-Mirakyan Operators Constructed via Appell Polynomials

The aim of this study is to investigate the variation detracting property and convergence in variation of the generalized Kantorovich type Szász-Mirakyan operators constructed via Appell polynomials in the space of functions of bounded variation. These problems are examined with respect to the variation seminorm. Additionally, the rate of convergence is analyzed in terms of total variation.