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20092023
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42 citations · 111 across the 18 of their papers we have counts for

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cs.IT2021

Fundamental limits of over-the-air optimization: Are analog schemes optimal?

Shubham K Jha, Prathamesh Mayekar, Himanshu Tyagi

We consider over-the-air convex optimization on a dimensional space where coded gradients are sent over an additive Gaussian noise channel with variance . The codewords sa…

cs.IT2021

Phase Transitions for Support Recovery from Gaussian Linear Measurements

Lekshmi Ramesh, Chandra R. Murthy, Himanshu Tyagi

We study the problem of recovering the common -sized support of a set of samples of dimension , using noisy linear measurements per sample. Most prior work has focuse…

cs.IT2020

Communication Complexity of Distributed High Dimensional Correlation Testing

K. R. Sahasranand, Himanshu Tyagi

Two parties observe independent copies of a -dimensional vector and a scalar. They seek to test if their data is correlated or not, namely they seek to test if the norm $\|ρ\|_2…

cs.IT2020

Limits on Gradient Compression for Stochastic Optimization

Prathamesh Mayekar, Himanshu Tyagi

We consider stochastic optimization over spaces using access to a first-order oracle. We ask: {What is the minimum precision required for oracle outputs to retain the unre…

cs.IT2019

Sample-Measurement Tradeoff in Support Recovery under a Subgaussian Prior

Lekshmi Ramesh, Chandra R Murthy, Himanshu Tyagi

Data samples from with a common support of size are accessed through random linear projections (measurements) per sample. It is well-known that roughly …

cs.IT2019

Communication for Generating Correlation: A Unifying Survey

Madhu Sudan, Himanshu Tyagi, Shun Watanabe

The task of manipulating correlated random variables in a distributed setting has received attention in the fields of both Information Theory and Computer Science. Often shared cor…