The double almost \((\lambda_{m}\mu_{n})\) convergence in \(\Gamma^{2}\)-Riesz space defined by a Musielak-Orlicz function (Q326942)

Summary: In this paper we introduce a new concept for almost \(\left(\lambda_{m}\mu_{n}\right)\) convergence in \(\Gamma^{2}\)-Riesz spaces strong \(P\)-convergent to zero with respect to an Musielak Orlicz functions and examine some properties of the resulting sequence spaces. We also introduce and study statistical convergence of almost \((\lambda_{m}\mu_{n})\) convergence in \(\Gamma^{2}\)-Riesz space and also some inclusion theorems are discussed.