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20232026
most citedImproved Round-by-round Soundness IOPs via Reed-Muller Codes

1 citations · 1 across the 5 of their papers we have counts for

collaborators

7 papers

cs.DS2026

Optimal Testing of Reed-Muller Codes with an Online Adversary

Esty Kelman, Uri Meir, Kai Zhe Zheng

Motivated by applications to property testing in the online-erasure model of Kalemaj, Raskhodnikova, and Varma (ITCS 2022 and Theory of Computing 2023), we define and analyze {\em…

cs.CC2025

3-Query RLDCs are Strictly Stronger than 3-Query LDCs

Tom Gur, Dor Minzer, Guy Weissenberg +1

We construct -query relaxed locally decodable codes (RLDCs) with constant alphabet size and length for -bit messages. Combined with the lower bound of $\tild…

cs.CC2025

Near Optimal Hardness of Approximating -CSP

Dor Minzer, Kai Zhe Zheng

We show that for every and , for large enough alphabet , given a -CSP with alphabet size , it is NP-hard to distinguish between the case th…

cs.CC2025★ 1 cited

Improved Round-by-round Soundness IOPs via Reed-Muller Codes

Dor Minzer, Kai Zhe Zheng

We give an IOPP (interactive oracle proof of proximity) for trivariate Reed-Muller codes that achieves the best known query complexity in some range of security parameters. Specifi…

cs.CC2024

Near Optimal Alphabet-Soundness Tradeoff PCPs

Dor Minzer, Kai Zhe Zheng

We show that for all , for sufficiently large power of , for all , it is NP-hard to distinguish whether a given -Prover--Round project…

cs.DS2023

Adversarial Low Degree Testing

Dor Minzer, Kai Zhe Zheng

In the -online-erasure model in property testing, an adversary is allowed to erase values of a queried function for each query the tester makes. This model was recently form…

cs.CC2023

Optimal Testing of Generalized Reed-Muller Codes in Fewer Queries

Dor Minzer, Kai Zheng

A local tester for an error correcting code is a tester that makes oracle queries to a given word and decides to accept or reject the word . An…