Arvish Dabra

collaborators

4 papers

math.FA2025

Uncertainty Principles for the Strichartz Fourier transform on the Heisenberg Group

Arvish Dabra, Aparajita Dasgupta, Prerna Gulia

In this article, we establish several fundamental uncertainty principles for the Strichartz Fourier transform on the Heisenberg group, including Benedicks' theorem, the Donoho-Star…

math.FA2025

Isomorphism Theorems for the Algebras of $Φ -$ Pseudofunctions and $Φ -$ Pseudomeasures

Arvish Dabra, N. Shravan Kumar

In this article, we study the isomorphism problem for the algebras of $Φ -$ Pseudofunctions and $Φ -$ Pseudomeasures, denoted by $P F_{Φ} (G)$ and $P M_{Φ} (G),$ respectively. More precisely,…

math.FA2025

Topological Center of the Double Dual of the Orlicz Figà-Talamanca Herz Algebra

Arvish Dabra, N. Shravan Kumar

Let $G$ a locally compact group and $(Φ, Ψ)$ be a complementary pair of Young functions. Let $A_{Φ} (G)$ be the Orlicz analogue of the classical Figà-Talamanca Herz algebra $A_{p} (G) .$ I…

math.FA2025

Amenability and Invariant subspaces of the algebra of pseudomeasures

Arvish Dabra, N. Shravan Kumar

Let $G$ be a locally compact group and $(Φ, Ψ)$ a complimentary pair of Young functions. In this article, we consider the Banach algebra of $Ψ$ -pseudomeasures $P M_{Ψ} (G)$ and the Orli…

Uncertainty Principles for the Strichartz Fourier transform on the Heisenberg Group

Isomorphism Theorems for the Algebras of Φ−Pseudofunctions and Φ−Pseudomeasures

Topological Center of the Double Dual of the Orlicz Figà-Talamanca Herz Algebra

Amenability and Invariant subspaces of the algebra of pseudomeasures

Isomorphism Theorems for the Algebras of $Φ -$ Pseudofunctions and $Φ -$ Pseudomeasures