Santu Bera

collaborators

2 papers

math.CV2025

A transference principle for involution-invariant functional Hilbert spaces

Santu Bera, Sameer Chavan, Shubham Jain

Let $I ¨ : C^{d} \to C^{d}$ be an affine-linear involution such that $J_{I ¨} = - 1$ and let $U, V$ be two domains in $C^{d} .$ Let $I ¨ : U \to V$ be a $Ï…

math.FA2025

Dirichlet-type spaces of the unit bidisc and toral completely hyperexpansive operators

Santu Bera

We discuss a notion, originally introduced by Aleman in one variable, of Dirichlet-type space $D (I^¼_{1}, I^¼_{2})$ on the unit bidisc $D^{2},$ with superharmonic weights r…