%0 Journal Article
%T ¦¤^{m}-Ideal Convergence
%A Hafize Gok Gumus
%A Fatih Nuray
%J Sel£¿uk Journal of Applied Mathematics
%D 2011
%I Sel?uk University
%X Statistical convergence has several applications in different fields of Mathematics: Number theory, trigonometric series, summability theory, probability theory, measure theory, optimization and approximation theory. The notion of ideal convergence corresponds to a generalization of the statistical convergence. In this paper, we define the ¦¤^{m}(c_{I}) spaces by using generalized sequence spaces and ideal convergence. Furthermore we establish some topological results and give inclusion relation between ¦¤^{m}(w_{p}^{T})-convergence and ¦¤^{m}-ideal convergence.
%K Difference Sequence Spaces
%K I-Convergence.
%U http://www.sumam.selcuk.edu.tr/12-2-9.html