Absolute and strong summability - Open Access .click

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On absolute continuity of a modular connected with strong summability

1994
Summary: There are given sufficient conditions in order that the modular \({\mathcal A}_\Phi\), where \[ {\mathcal A}_\Phi(f)= \sup_{w\in {\mathcal W}} \int^b_a a_w(x) {\mathcal J}_\Phi(x, f) dm(x), \] with \[ {\mathcal J}_\Phi(x, f)= \int_\Omega \Phi(x, |f(t)|) d\mu(t), \] be absolutely continuous and absolutely finite.
BARDARO, Carlo, J. MUSIELAK, VINTI, Gianluca +2 more
openaire +2 more sources

LIMITATION AND INEFFECTIVENESS THEOREMS FOR ABSOLUTE AND STRONG GENERALISED NÖRLUND SUMMABILITY

Analysis, 1989
openaire +1 more source

Absolute matrix summability via almost increasing sequence

Quaestiones Mathematicae, 2020
Bagdagul Kartal, Hikmet Seyhan Özarslan +1 more
exaly

Generalized absolute matrix summability of infinite series and Fourier series

Indian Journal of Pure and Applied Mathematics, 2022
Hikmet Seyhan Özarslan
exaly

A summability factor theorem for a generalized absolute Cesàro summability

Mathematical and Computer Modelling, 2011
Dansheng Yu
exaly

A new factor theorem for absolute matrix summability

Quaestiones Mathematicae, 2019
Hikmet Seyhan Özarslan
exaly

A new factor theorem on absolute matrix summability method

Journal of Applied Analysis, 2022
exaly