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Inverting HFE Systems Is Quasi-Polynomial for All Fields

TheIACR via YouTube

Overview

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Explore a cryptographic talk from CRYPTO 2011 that delves into the quasi-polynomial nature of inverting HFE systems across all fields. Learn about the groundbreaking work by Jintai Ding and Timothy Hodges as they present their findings on this complex topic. Gain insights into the introduction, basics, implementation, and the attack strategy. Understand key concepts such as degree of regularity, bounded degree of regularity, and global upper bounds. Follow the approach, rank results, and consider future work in this field. Conclude with a question-and-answer session to deepen your understanding of this cryptographic research.

Syllabus

Introduction
Basics
Implementation
The attack
Degree of regularity
Degrees of regularity
Bounded degree of regularity
Global upper bound
Approach
Rank
Results
Future work
Question

Taught by

TheIACR

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