π Public Key Encryption Using LWE: Quantum Algorithms & Cryptography (Part 1)
Explore how the Learning With Errors (LWE) problem underpins public key encryption and its role in quantum-resistant cryptography. Perfect for enthusiasts and students!

NPTEL-NOC IITM
1.1K views β’ Aug 8, 2024

About this video
Welcome to 'Quantum Algorithms & Cryptography' course !
This lecture delves deeper into the learning with errors (LWE) problem, explaining its search and decision versions. It discusses the importance of the error distribution in LWE and mentions the discrete Gaussian distribution as a suitable choice. The lecture highlights the connection between LWE and worst-case lattice problems like SIVP and Gap-SVP, emphasizing the theoretical foundation for the hardness of LWE.
NPTEL Courses permit certifications that can be used for Course Credits in Indian Universities as per the UGC and AICTE notifications.
To understand various certification options for this course, please visit https://nptel.ac.in/courses/106106241
#LWE #Learningwitherrors #SearchLWE #DecisionLWE #DiscreteGaussiandistribution #SIVP #GapSVP
This lecture delves deeper into the learning with errors (LWE) problem, explaining its search and decision versions. It discusses the importance of the error distribution in LWE and mentions the discrete Gaussian distribution as a suitable choice. The lecture highlights the connection between LWE and worst-case lattice problems like SIVP and Gap-SVP, emphasizing the theoretical foundation for the hardness of LWE.
NPTEL Courses permit certifications that can be used for Course Credits in Indian Universities as per the UGC and AICTE notifications.
To understand various certification options for this course, please visit https://nptel.ac.in/courses/106106241
#LWE #Learningwitherrors #SearchLWE #DecisionLWE #DiscreteGaussiandistribution #SIVP #GapSVP
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Video Information
Views
1.1K
Likes
4
Duration
31:55
Published
Aug 8, 2024
User Reviews
3.9
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