YoVDO

Hardness Magnification for All Sparse NP Languages

Offered By: IEEE via YouTube

Tags

IEEE FOCS: Foundations of Computer Science Courses Algorithm Design Courses Theoretical Computer Science Courses Complexity Theory Courses

Course Description

Overview

Explore the concept of Hardness Magnification in computational complexity theory through this 21-minute IEEE conference talk. Delve into topics such as the Minimum Circuit Size Problem, extending known lower bounds, and Hardness Magnification for all sparse NP languages. Learn about algorithms with small non-uniformity, gain insights into the intuition behind these concepts, and understand the proof of Theorem 1.2. Conclude by examining open problems in the field, as presented by speakers Lijie Chen, Ce Jin, and Ryan Williams.

Syllabus

Intro
Minimum Circuit Size Problem
How to view Hardness Magnification?
Extending Known Lower Bounds?
HM for all sparse NP languages
Hardness Magnification for MCSP
Algorithms with small non-uniformity
Intuition
Proof of Theorem 1.2
Open Problems


Taught by

IEEE FOCS: Foundations of Computer Science

Tags

Related Courses

Automata Theory
Stanford University via edX
Intro to Theoretical Computer Science
Udacity
Computing: Art, Magic, Science
ETH Zurich via edX
理论计算机科学基础 | Introduction to Theoretical Computer Science
Peking University via edX
Quantitative Formal Modeling and Worst-Case Performance Analysis
EIT Digital via Coursera