3 papers
math.OA2026
Sherman-Takeda type theorems for locally C*-algebras
Lav Kumar Singh, Aljoša Peperko
In this article, we will first establish some density results for a locally -algebra and then identify a property, called Kaplansky density property (KDP). We the…
math.FA2025
On some Fréchet spaces associated to the functions satisfying Mulholland inequality
Lav Kumar Singh, Aljosa Peperko
In this article we explore a new growth condition on Young functions, which we call Mulholland condition, pertaining to the mathematician H.P Mulholland, who studied these function…
math.FA2023
Geometry of Banach algebra $\mA$ and the bidual of $L^1(G,\mA)$
Lav Kumar Singh
This article is intended towards the study of the bidual of generalized group algebra $L^1(G,\mA)$ equipped with two Arens product, where is any locally compact group and $\mA$…