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20162026
most citedGeneralized Hölder's inequality on Morrey spaces

6 citations · 13 across the 9 of their papers we have counts for

collaborators

10 papers

math.FA2026

Bounded Multilinear Functionals and Multicontinuous Functions on n-Normed Spaces

Harmanus Batkunde, Muh. Nur, Al Azhary Masta +1

In this paper, we introduced some notions on the n-Normed Spaces. Those are bounded k-linear (or multilinear) functionals and k-continuous (or multicontinuous) functions with k \in…

math.FA2025

Generalized Discrete Orlicz-Morrey Spaces

Hukmashabiyya Ariq Gumilar, Al Azhary Masta, Siti Fatimah

The Orlicz-Morrey spaces, which were introduced through the research of Nakai in 2006, are a generalization and combination of Orlicz and Morrey spaces. There are two types of Orli…

math.FA2018

Sufficient and necessary conditions for generalized Hölder's inequality in p-summable sequence spaces

Al Azhary Masta, Siti Fatimah, Ayen Arsisari +2

In this paper, we discuss the generalized Hölder's inequality in p-summable sequence spaces. In particular, we shall prove sufficient and necessary conditions for generalized Hölde…

math.FA2018

A Note on Inclusion Properties of Weighted Orlicz Spaces

Al Azhary Masta, Ifronika, Muhammad Taqiyuddin

In this paper we present sufficient and necessary conditions for inclusion relation between two weighted Orlicz spaces which complete the Osançliol result in 2014. One of the keys…

math.FA2018★ 3 cited

Generalized Hölder's Inequality in Orlicz Spaces

Ifronika, Al Azhary Masta, Muhammad Nur +1

Orlicz spaces are generalizations of Lebesgue spaces. The sufficient and necessary conditions for generalized Hölder's inequality in Lebesgue spaces and in weak Lebesgue spaces are…

math.FA2018

Third Version of Weak Orlicz--Morrey Spaces and Its Inclusion Properties

Al Azhary Masta, Siti Fatimah, Muhammad Taqiyuddin

Orlicz--Morrey spaces are generalizations of Orlicz spaces and Morrey spaces which were first introduced by Nakai. There are three versions of Orlicz--Morrey spaces, i.e: Nakai's (…