---
title: "Discussion on \"Polynomial IOPs for Linear Algebra Relations\" | Hashnode"
description: "Discussion on \"Polynomial IOPs for Linear Algebra Relations\". Abstract\nThis paper proposes new Polynomial IOPs for arithmetic circuits. They rely on the monomial coefficient basis to represent the matrices and vectors arising from the arithmetic constraint satisfaction system, and build on new protocols for est..."
url: "https://hashnode.com/posts/polynomial-iops-for-linear-algebra-relations/61e532578a425719c1735c4d"
---

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# [Polynomial IOPs for Linear Algebra Relations](https://blog.cryptape.com/polynomial-iops-for-linear-algebra-relations?utm_source=hashnode&utm_medium=feed)

Abstract This paper proposes new Polynomial IOPs for arithmetic circuits. They rely on the monomial coefficient basis to represent the matrices and vectors arising from the arithmetic constraint satisfaction system, and build on new protocols for est...

Jan 17, 2022 · 1 min read · blog.cryptape.com  
Updated Aug 21, 2023  
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