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Overview
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This course covers advanced topics in lattices, multilinear maps, and program obfuscation. The learning outcomes include understanding algorithms, complexity, and cryptography related to lattices. Students will learn about multilinear maps, trapdoor sampling, proof strategies, and private constraint pseudorandom functions. The teaching method involves lectures and theoretical discussions. This course is intended for individuals interested in cryptography, algorithms, and advanced mathematical concepts.
Syllabus
Introduction
Multilinear Maps
Agenda
Preparation
Brief History
Notation
Trapdoor Sampling
Evaluation
Proof Strategy
Insecure Example
Lewis Question
Secure Example
General Framework
Private constraint PRF
Pseudorandom function
Constraint
Private Constraint
Taught by
Simons Institute