m. difference of sequences of functions with its statistical convergence

This thesis consist of four chapters.In the first chapter the significance of the subject in literature and also a brief overwiew of the study.In the two chapter, we give some fundamental definitions and theorems. In the third chapter the sequence of functions m. differences created in the concepts of pointwise convergence and uniform convergence. We define bounded sequences of functions spaces convergent sequences of function spaces and null sequences of function spaces and this spaces examined the relationship between. We define generalized difference sequences of functions pointwise statistical convergence and uniform statistical convergence and examined the relationship between the statistical convergence and Cesaro summability. In the four chapter we define generalized difference sequences of functions pointwise statistical convergence of order alpha and uniform statistical convergence of order alpha and examined the relationship between the statistical convergence and Cesaro summability of order alpha. Key Words: Sequences of functions, Statistical convergence, Sequences spaces, Cesaro summability