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20212026
most citedCommitment over Gaussian Unfair Noisy Channels

1 citations · 1 across the 7 of their papers we have counts for

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cs.IT2026

Geometry of Rényi Entropy on the Majorization Lattice

Anuj Kumar Yadav, Yanina Y. Shkel

Majorization is a stochastic ordering relation that compares the relative diversity of probability distributions with numerous applications in econometrics, spectral theory, and ec…

cs.IT2026

Log-Likelihood Loss for Semantic Compression

Anuj Kumar Yadav, Dan Song, Yanina Shkel +1

We study lossy source coding under a distortion measure defined by the negative log-likelihood induced by a prescribed conditional distribution . This \emph{log-likelihood…

cs.IT2024

Wiretapped Commitment over Binary Channels

Anuj Kumar Yadav, Manideep Mamindlapally, Amitalok J. Budkuley

We propose the problem of wiretapped commitment, where two parties, say committer Alice and receiver Bob, engage in a commitment protocol using a noisy channel as a resource, in th…

cs.IT2023★ 1 cited

Commitment over Gaussian Unfair Noisy Channels

Amitalok J. Budkuley, Pranav Joshi, Manideep Mamindlapally +1

Commitment is a key primitive which resides at the heart of several cryptographic protocols. Noisy channels can help realize information-theoretically secure commitment schemes, ho…

cs.IT2023

Information Spectrum Converse for Minimum Entropy Couplings and Functional Representations

Yanina Y. Shkel, Anuj Kumar Yadav

Given two jointly distributed random variables , a functional representation of is a random variable independent of , and a deterministic function $g(\cdot, \cdot…

cs.IT2021

On Reverse Elastic Channels and the Asymmetry of Commitment Capacity under Channel Elasticity

Amitalok J. Budkuley, Pranav Joshi, Manideep Mamindlapally +1

Commitment is an important cryptographic primitive. It is well known that noisy channels are a promising resource to realize commitment in an information-theoretically secure manne…