On some limits and series arising from semigroup theory.
On some new sequence spaces in 2-normed spaces using ideal convergence and an Orlicz function.
On some new type generalized difference sequence spaces
On some -convex sequences.
On some properties of multiple moduli of continuity.
On some sequence spaces generated by - and -difference of infinite matrices.
On some sequences derived from the Poisson distribution.
On some topological properties of generalized difference sequence spaces.
On spaces with the ideal convergence property
Let I ⊆ P(ω) be an ideal. We continue our investigation of the class of spaces with the I-ideal convergence property, denoted (I). We show that if I is an analytic, non-countably generated P-ideal then (I) ⊆ s₀. If in addition I is non-pathological and not isomorphic to , then (I) spaces have measure zero. We also present a characterization of the (I) spaces using clopen covers.
On statistically convergent sequences of real numbers
On strong Euler summability of orthogonal series
On strong sumability of infinite series III.
On strong summability.
On subseries.
On Subseries of Divergent Series
On summability in convergence groups
On summation of certain Dini series
On summations on locally compact spaces
On Tauberian constants for the summability
On the -continuity of real function. II.