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Added v2 paper (#544)

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Otsar
2024-06-18 15:19:49 +03:00
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parent 3d01c09c82 69383e6c73
commit de25b6e203
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docs/docs/icicle/polynomials/overview.md
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@@ -1,5 +1,9 @@
# Polynomial API Overview # Polynomial API Overview
:::note
Read our paper on the Polynomials API in ICICLE v2 by clicking [here](https://eprint.iacr.org/2024/973).
:::
## Introduction ## Introduction
The Polynomial API offers a robust framework for polynomial operations within a computational environment. It's designed for flexibility and efficiency, supporting a broad range of operations like arithmetic, evaluation, and manipulation, all while abstracting from the computation and storage specifics. This enables adaptability to various backend technologies, employing modern C++ practices. The Polynomial API offers a robust framework for polynomial operations within a computational environment. It's designed for flexibility and efficiency, supporting a broad range of operations like arithmetic, evaluation, and manipulation, all while abstracting from the computation and storage specifics. This enables adaptability to various backend technologies, employing modern C++ practices.

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docs/docusaurus.config.js
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@@ -166,6 +166,14 @@ const config = {
additionalLanguages: ['rust', 'go'], additionalLanguages: ['rust', 'go'],
}, },
image: 'img/logo.png', image: 'img/logo.png',
announcementBar: {
id: 'announcement', // Any value that will identify this message.
content:
'<strong>🎉 Read our paper on the Polynomials API in ICICLE v2 by clicking <a target="_blank" rel="noopener noreferrer" href="https://eprint.iacr.org/2024/973">here</a>! 🎉</strong>',
backgroundColor: '#ADD8E6', // Light blue background color.
textColor: '#000000', // Black text color.
isCloseable: true, // Defaults to `true`.
},
}), }),
}; };