collaborators

8 papers

eess.SP2026

Localized kernel method for separation of linear chirps

Eric Mason, Sippanon Kitimoon, Hrushikesh Mhaskar

The task of separating a superposition of signals into its individual components is a common challenge encountered in various signal processing applications, especially in domains…

cs.LG2026

A signal separation view of classification

H. N. Mhaskar, Ryan O'Dowd

The problem of classification in machine learning has often been approached in terms of function approximation. In this paper, we propose an alternative approach for classification…

cs.LG2026

An Approximation Theory Perspective on Machine Learning

Hrushikesh N. Mhaskar, Efstratios Tsoukanis, Ameya D. Jagtap

A central problem in machine learning is often formulated as follows: Given a dataset , which is a sample drawn from an unknown probability distribution, th…

eess.SP2025

Robust and tractable multidimensional exponential analysis

H. N. Mhaskar, S. Kitimoon, Raghu G. Raj

Motivated by a number of applications in signal processing, we study the following question. Given samples of a multidimensional signal of the form $$ f(\boldsymbol\ell)=\sum_{k=1}…

math.NA2025

An Eigenfunction Approach to Conversion of the Laplace Transform of Point Masses on the Real Line to the Fourier Domain

Michael McKenna, Hrushikesh N. Mhaskar, Richard G. Spencer

Motivated by applications in magnetic resonance relaxometry, we consider the following problem: Given samples of a function , where

math.ST2025

Aspects of a Generalized Theory of Sparsity based Inference in Linear Inverse Problems

Ryan O'Dowd, Raghu G. Raj, Hrushikesh N. Mhaskar +1

Linear inverse problems are ubiquitous in various science and engineering disciplines. Of particular importance in the past few decades, is the incorporation of sparsity based prio…