Results 51 to 60 of about 10,990,525 (122)
This study explores the utilization of maximum overlap fractional wavelet transform (MODWT)‐based machine learning models to enhance the precision of daily precipitation predictions. The primary objective of this research is to leverage cutting‐edge forecasting techniques to analyse meteorological data.
Kübra Küllahcı +1 more
wiley +1 more source
Dual pairs of sequence spaces [PDF]
The paper aims to develop for sequence spaces E a general concept for reconciling certain results, for example inclusion theorems, concerning generalizations of the Köthe-Toeplitz duals E×(×∈{α,β}) combined with dualities (E,G),G⊂E×, and the SAK-property
Johann Boos, Toivo Leiger
core +2 more sources
Weighted spaces of holomorphic functions and sequence spaces
Our aim in this note is twofold. Firstly we show that, given any Köthe echelon space of order one, a weighted limit of Banach spaces of holomorphic functions on the disc can be constructed such that the strong dual of the sequence space is isomorphic to ...
Bonet, Josè, Vogt, Dietmar
core +1 more source
Duals of vector-valued Köthe function spaces
Let Λ be a perfect Köthe function space in the sense of Dieudonné, and Λ× its Köthe-dual. Let E be a normed space. Then the topological dual of the space Λ(E) of Λ-Bochner integrable functions equals the corresponding Λ×(E′) if and only if E′ has the ...
Florencio Lora, Miguel +2 more
core +1 more source
On Köthe-Toeplitz duals of some new and generalized difference sequence spaces
In this paper we de¯ne the sequence spaces 4mv \(∆_m ^{v,r}\)(lꝏ), \(∆_m ^{v,r}\)(c) and \(∆_m ^{v,r}\)(c0), (m ∈ N, r ∈ R), and have studied some of their topological properties and have computed their Köthe-Toeplitz ...
Chaudhry, V.K., Ansari, A.A.
core
Grand Lebesgue sequence spaces
We introduce grand Lebesgue sequence spaces and study various operators of harmonic analysis in these spaces, e.g., maximal, convolution, Hardy, Hilbert, and fractional operators, among others.
Stefan Samko +2 more
core +1 more source
Double sequence spaces characterized by lacunary sequences [PDF]
In 1989, Das and Patel considered known sequence spaces to define two new sequence spaces called lacunary almost convergent and lacunary strongly almost convergent sequence spaces, and proved two inclusion theorems with respect to those spaces.
Ekrem Savaş +3 more
core +1 more source
Relationships between 𝜆-nuclearity and pseudo-𝜇-nuclearity
It is shown that for any Köthe space λ \lambda , λ \lambda -nuclearity coincides with pseudo- λ λ × \lambda {\lambda ^ \times } -nuclearity.
William B. Robinson
core +1 more source
On the Bell matrix operator in sequence spaces c and c 0
In this work, new sequence spaces are introduced via the recently formulated Bell matrix, their Köthe–Toeplitz duals are determined, and a corresponding Schauder basis is established.
Mikail Et +3 more
core +1 more source
On nuclearity of Köthe spaces [PDF]
In this study we observe that the Köthe spaces Klp(A) is nuclear when it is complementedly embedded in Klq (B) for 1 p ...
Zakharyuta, Vyacheslav +1 more
core +1 more source

