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20232026
most citedNear-optimal Size Linear Sketches for Hypergraph Cut Sparsifiers

1 citations · 2 across the 25 of their papers we have counts for

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cs.CR2024

Characterizing the Distinguishability of Product Distributions through Multicalibration

Cassandra Marcussen, Aaron Putterman, Salil Vadhan

Given a sequence of samples promised to be drawn from one of two distributions , a well-studied problem in statistics is to decide dis…

cs.IT2024

Bivariate Linear Operator Codes

Aaron L. Putterman, Vadim Zaripov

In this work, we present a generalization of the linear operator family of codes that captures more codes that achieve list decoding capacity. Linear operator (LO) codes were intro…

cs.DS2024

Tight Bounds and Phase Transitions for Incremental and Dynamic Retrieval

William Kuszmaul, Aaron Putterman, Tingqiang Xu +2

Retrieval data structures are data structures that answer key-value queries without paying the space overhead of explicitly storing keys. The problem can be formulated in four sett…

cs.DS2024★ 1 cited

Near-optimal Size Linear Sketches for Hypergraph Cut Sparsifiers

Sanjeev Khanna, Aaron L. Putterman, Madhu Sudan

A -sparsifier of a hypergraph is a (weighted) subgraph that preserves the value of every cut to within a -factor. It is known that every hypergraph w…

cs.DS2024

Efficient Algorithms and New Characterizations for CSP Sparsification

Sanjeev Khanna, Aaron L. Putterman, Madhu Sudan

CSP sparsification, introduced by Kogan and Krauthgamer (ITCS 2015), considers the following question: how much can an instance of a constraint satisfaction problem be sparsified (…

cs.DS2024

Almost-Tight Bounds on Preserving Cuts in Classes of Submodular Hypergraphs

Sanjeev Khanna, Aaron L. Putterman, Madhu Sudan

Recently, a number of variants of the notion of cut-preserving hypergraph sparsification have been studied in the literature. These variants include directed hypergraph sparsificat…