The purpose of this article is to introduce Orlicz extension of binomial sequence spaces br, s
ϕ and investigate some topological and inclusion properties of the new spaces. We give an …

In this article, we introduce binomial double sequence space bk (α, β; γ, δ)(1≤ k≤∞) and
Orlicz-binomial double sequence space b φ (α, β; γ, δ), and obtain certain inclusion results …

In this article, we introduce binomial weighted sequence spaces b_p^ r, s (w) bpr, s (w)(1 ≤
p< ∞)(1≤ p<∞), where w=(w_n) w=(wn) is a non-negative decreasing sequence of real …

Let be a non-negative matrix. Denote by, the infimum of those satisfying the following
inequality: where, and is the Fibonacci numbers sequence and is a decreasing, non …

In this work, we define Orlicz–Euler double sequence space E φ r, s and Orlicz–Taylor
double sequence space, T φ r, s and obtain certain inclusion results related to these spaces …

Let be a non-negative matrix. Denote by, the infimum of those satisfying the following
inequality: where, and is a decreasing, non-negative sequence of real numbers. In this …

In this paper, the Taylor sequence space tp θ of non-absolute type is introduced which
consists of all sequences whose Taylor transforms of order θ,(0< θ< 1), are in the space ℓ p …

The purpose of this paper is to introduce the concept of $\mathrm {E}-$ frames for a
separable Hilbert space ${\mathcal H}, $ where $\mathrm {E} $ is an invertible infinite matrix …

In this paper, upper bounds of certain matrix operator norms are estimated in Orlicz-type
weighted sequence spaces. Three spaces, namely, weighted Orlicz–Euler e_ λ, φ^ α e λ, φ …

The purpose of this paper is to study the problem of finding an upper bound and a lower
bound of norms of certain kernel integral operators on weighted spaces. In fact, we consider …