N. S. Kumar

collaborators

3 papers

math.FA2026

Invariant Means on $V N^{n} (G)$

Kanupriya Wadhawan, N. Shravan Kumar

Let $G$ be a locally compact group, and $V N^{n} (G)$ is the dual of the multidimensional Fourier algebra $A^{n} (G)$ . In this article, we define invariant means on $V N^{n} (G)$ and prove th…

math.FA2025

Approximate identity and approximation properties of multidimensional Fourier algebras

Kanupriya, N. Shravan Kumar

For a locally compact group $G$ , let $A^{n} (G)$ denote the multidimensional Fourier algebra given by $\otimes_{n}^{e h} A (G) .$ This work explores the approximation identity and opera…

math.FA2025

Spectral synthesis in multidimensional Fourier algebras

Kanupriya, N. Shravan Kumar

Let $G$ be a locally compact group and let $A^{n} (G)$ denote the $n$ -dimensional Fourier algebra, introduced by Todorov and Turowska. We investigate spectral synthesis properties of…

Invariant Means on VNn(G)

Approximate identity and approximation properties of multidimensional Fourier algebras

Spectral synthesis in multidimensional Fourier algebras

Invariant Means on $V N^{n} (G)$