Generalization of young's function

Rian Dermawan; Siti Fatimah; Sofihara Al Hazmy; Al Azhary Masta; Cece Kustiawan

doi:10.1063/5.0156150

← Back to search

Generalization of young's function

Closed

Rian Dermawan, Siti Fatimah, Sofihara Al Hazmy, Al Azhary Masta, Cece Kustiawan

2023 AIP Conference Proceedings Vol. 2734 Issue 1 Conference paper Cited by 1 SDG 4SDG 16

Abstract

The convex function is one of the most widely discussed functions in Mathematics. Many topics in mathematics using Young's function, one of them is the definition of Young's function that forms the basis of the Orlicz space construction. The purpose of this study is to construct a generalization of Young's function. The method used in this study is using s-convex function to define generalized Young's function. Novelty of this research is the construction of the generalized Young's function and its properties. Based on our result, it is expected to be a bridge in constructing the generalized Orlicz space. © 2023 Author(s).

Affiliations

Department of Mathematics Education, Universitas Pendidikan Indonesia, Bandung, Indonesia; Faculty of Military Mathematics and Science, Universitas Pertahanan Republik Indonesia, Bogor, Indonesia

View full text (DOI) →

Research at a Glance

Research at a Glance

Topics & SDG Alignment

Collaboration

Author Profile (Selected)

References Overview

Journal & Source

Metadata & Integrity