Some New I-Lacunary Generalized Difference Convergent Sequence Spaces in 2-Normed Spaces

P.Kostyrko et al [10] introduced the concept of Iconvergence of sequence in metric space and studied some properties of such convergence. Since then many author have been studied these subject and obtained various results [29,30,31,32,?] Note that I-convergence is an interesting generalization of statistical convergence. The concept of 2-normed space was initially introduced by Gähler [7] as an interesting nonlinear generalization of a normed linear space which was subsequently studied by many authors, [8]. Recently a lot of activities have been started to study summability, sequence spaces and related topics in these nonlinear space. Sahiner et al., [23] introduce I-convergence in 2-normed space.