Neeru Bala

works on

compact perturbations 1 essential spectrum 1 moore-penrose inverse 1 operator factorization 1 partial isometries 1 Schatten class 1

From the 1 of 4 linked papers with an AI index.

collaborators

4 papers

math.FA2026

Spectral Characterizations of Schatten-class perturbations of Partial isometries

Neeru Bala, Ramesh Golla

The paper provides criteria for when a bounded operator is a compact or Schatten‑class perturbation of a scalar multiple of a partial isometry with finite‑dimensional kernel, using…

math.FA2026

The iterated Aluthge Transforms of compact operators

Neeru Bala

Let $T$ be a bounded linear operator on a Hilbert space. Then the Aluthge transform $I^ T$ and the sequence $(I^^{n} T)$ of Aluthge iterates of $T$ are defined by \begin{align*} ÎT=|T…

math.FA2026

Hyponormal contractions and analytic shifts

Sneha B, Neeru Bala, Jaydeb Sarkar

Hyponormal operators are known to be among the most difficult operators to analyze. In this work, we focus on two finite types of hyponormal operators. The first type becomes analy…

math.FA2025

Liftings and invariant subspaces of Hankel operators

Sneha B, Neeru Bala, Samir Panja +1

We prove a Hankel-variant commutant lifting theorem. This also uncovers the complete structure of the Beurling-type reducing and invariant subspaces of Hankel operators. Kernel spa…