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math.NA2026

Randomized Estimation of T-Eigenvalues of T-SPD Tensors: A Two-Sided Bracket

Hemant Sharma, Nachiketa Mishra

In earlier work \cite{sharma2025} we developed deterministic analytical bounds on the T-eigenvalues of symmetric positive definite (SPD) third-order tensors under the Kilmer--Marti…

math.NA2026

Sharp Convergence Rates and Optimal Weights for Cimmino's Reflection Algorithm

Hemant Sharma

In this paper, Cimmino's classical reflection algorithm for solving the nonsingular linear system $A\bx=\bb$ is analysed through the lens of spectral theory. Reformulat…

math.NA2026

Spectral Bounds for Tensors Derived from Trace Functionals and Wasserstein Distance in Tensor Spaces

Hemant Sharma, Nachiketa Mishra

This article introduces a trace-based metric on the space of positive semi-definite (PSD) tensors, offering a geometric perspective that connects their algebraic structure to their…

math.NA2026

Eigenbounds of symmetric positive definite tensors

Snigdhashree Nayak, Hemant Sharma, Nachiketa Mishra

This article introduces an algebraic framework for establishing eigenvalue bounds for symmetric positive definite tensors by leveraging intrinsic invariants, specifically the trace…

math.NA2026

Iterative Methods for Computing the T-Square Root of Third-Order Tensors

Hemant Sharma, Nachiketa Mishra

We develop and analyze iterative methods for computing the principal square root of third-order tensors under the T-product framework. Tensor extensions of the Newton iteration (qu…