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math.FA2024

Ideals in the dual of introverted subspaces of -pseudomeasures

Arvish Dabra, Rattan Lal, N. Shravan Kumar

Let be a locally compact group and a complementary pair of Young functions satisfying the -condition. Let be the Orlicz analogue of the Figà-Talamanca Her…

math.FA2019

Weakly Almost Periodic and Uniformly continuous functionals on the Orlicz Figa Talamanca Herz algebras

Rattan Lal, N. Shravan Kumar

In this paper we study weakly almost periodic and uniformly continuous functionals on the Orlicz Figà-Talamanca Herz algebras associated to a locally compact group. We show that a…

math.FA2019

Representations of the Orlicz Figa-Talamanca Herz Algebras and Spectral subspaces

Rattan Lal, N. Shravan Kumar

Let G be a locally compact group. In this note, we characterise non-degenerate *-representations of A_Φ(G) and B_Φ(G). We also study spectral subspaces associated to a non-degenera…

math.FA2019

Amenability and Orlicz Figa-Talamanca Herz Algebras

Rattan Lal, N. Shravan Kumar

In this paper, we characterize the amenablity of locally compact groups in terms of the properties of the Orlicz Figa-Talamanca Herz algebras.