A New Sequence Space Defined by a Sequence of Orlicz Functions over -Normed Spaces
In this paper we introduce a new sequence space defined by a sequence of Orlicz functions and study some topological properties of this sequence space.
Absolute Nörlund summability factors.
Bounded index, entire solutions of ordinary differential equations and summability methods.
Bounded variation sequences of order k and the representation of null sequences.
Characterization of certain matrix classes involving generalized difference summability spaces.
Double sequence spaces over -normed spaces
In this paper, we define some classes of double sequences over -normed spaces by means of an Orlicz function. We study some relevant algebraic and topological properties. Further some inclusion relations among the classes are also examined.
Lacunary statistical convergence and inclusion properties between lacunary methods.
Matrix transformations of starshaped sequences.
On convergence fields of regular matrix transformations
On -statistically convergence and lacunary -statistically convergence
On Sectionally Dense Summability Fields.
On -convergence and -density
Remark on a theorem of K. M. Slipenčuk in the theory of summability of series
Some inclusion theorems for absolute summability
Some sequence spaces defined by a modulus
Submatrices of summability matrices.
Summability methods based on the Riemann zeta function.
The matrix transformations of double sequence space of .
The Riesz Aspects of χ2 Sequence Spaces
Unbounded multipliers and summation of series