id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ma-182	Tissinam, Yaovi A.; Issa, Abudulaï; Mensah, Yaogan	On a Generalization of (Lω1, Lωp)-Multipliers	2023	12	.pdf	application/pdf	4242	294	79	We denote by L1ω(G) this new Banach algebra ; in other words L1ω(G) = (L1ω(G), ‖ · ‖1,ω, ∗ω).For s ∈ G, define the operator Γsω by Γsωf (x) = τsMωf (x) ω(x) , f ∈ L1ω(G), where Mω is the multiplication operator defined by (Mωf )(x) = ω(x)f (x) and τs is the translation operator defined by (τs f )(x) = f (s−1x). Also, define µ ∗ω f (x) = ∫ G f (y−1x) ω(y)ω(y−1x) ω(x) dµ(y) for f ∈ L1ω(G) and µ ∈ M1ω(G).	cache/ma-182.pdf	txt/ma-182.txt