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1
Introduction
2
Two Primitives
3
Can We Do Better
4
Summary
5
Overview
6
What are BRS VXR
7
Proof
8
Syntax
9
Pseudorandom
10
Preparation
11
Previous Works
12
Evaluation
13
Verify
14
Missile Hash Function
15
Good Traits
16
Our Work
17
Main Observation
18
Online 17 Scheme
19
Boolean Circuit Representation
20
High Degree Polynomial
21
Recap
22
Conclusion
Description:
Explore the innovative research on encoding predicates using arithmetic circuits and their potential applications in this 22-minute conference talk presented at Asiacrypt 2017. Delve into Shuichi Katsumata's paper, which introduces two primitives and examines ways to improve upon existing methods. Learn about Boolean Representation Systems (BRS) and Vector eXtension Representation (VXR), their syntax, and pseudorandom properties. Discover the main observations, including the Online 17 Scheme and Boolean Circuit Representation, as well as the concept of high-degree polynomials. Gain insights into the Missile Hash Function and its good traits. Conclude with a recap of the key findings and their implications for the field of cryptography.

On the Untapped Potential of Encoding Predicates by Arithmetic Circuits and Their Applications

TheIACR
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