On generalized a- difference strongly summable sequence spaces defined by ideal convergence on a real n-normed space

Savaş, Ekrem2015-09-102015-09-1020121029-242Xhttps://hdl.handle.net/11467/1165In this article, we shall introduce a new class of ideal convergent (briefly I-convergent) sequence spaces using, infinite matrix, an Orlicz function and difference operator defined on n-normed spaces. We study these spaces for some linear topological structures and algebraic properties. We also give some relations related to these sequence spaces.eninfo:eu-repo/semantics/openAccessI-ConvergenceInfinite MatrixDifference SpaceN-NormOrlicz FunctionOn generalized a- difference strongly summable sequence spaces defined by ideal convergence on a real n-normed spaceArticle19Q1WOS:000304661800001