<--- Back to Details
First PageDocument Content
Algebraic structures / Mathematical structures / Symmetry / Group theory / Group / Ring / Inverse element / Multiplication / Matrix / Abstract algebra / Algebra / Mathematics
Date: 2001-10-17 07:03:00
Algebraic structures
Mathematical structures
Symmetry
Group theory
Group
Ring
Inverse element
Multiplication
Matrix
Abstract algebra
Algebra
Mathematics

Chapter 2 Elements of Abstract Group Theory

Add to Reading List

Source URL: www.cmth.ph.ic.ac.uk

Download Document from Source Website

File Size: 231,07 KB

Share Document on Facebook

Similar Documents

Algebra / Abstract algebra / Mathematics / Commutative algebra / Lattice-based cryptography / Post-quantum cryptography / Cryptography / Field theory / Ring learning with errors / Ring learning with errors key exchange / Ring learning with errors signature

On the Ring-LWE and Polynomial-LWE Problems Miruna Rosca1,2 , Damien Stehlé1 , and Alexandre Wallet1 1 ENS de Lyon, Laboratoire LIP (U. Lyon, CNRS, ENSL, INRIA, UCBL), France

DocID: 1xVxG - View Document

Wheel + Ring = Reel: the Impact of Route Filtering on the Stability of Policy Routing Luca Cittadini Giuseppe Di Battista

DocID: 1xVsm - View Document

Cryptography / Post-quantum cryptography / Lattice-based cryptography / Computational hardness assumptions / Lie groups / Ring learning with errors / Learning with errors / Lattice / Homomorphic encryption / Order / Entropy / Ring learning with errors key exchange

Order-LWE and the Hardness of Ring-LWE with Entropic Secrets Zvika Brakerski Renen Perlman Weizmann Institute of Science∗ Abstract

DocID: 1xUGh - View Document

Cryptography / Post-quantum cryptography / Lattice-based cryptography / Ring learning with errors / Learning with errors / Obfuscation / Lattice

Obfuscating Conjunctions under Entropic Ring LWE∗ Zvika Brakerski† Weizmann Vinod Vaikuntanathan‡ MIT

DocID: 1xUpK - View Document

Cryptography / Public-key cryptography / Digital signature / IP / Soundness / Group signature / Post-quantum cryptography / Designated verifier signature / Computational complexity theory

Short  Accountable  Ring   Signatures Based  on  DDH Jonathan  Bootle,  Andrea  Cerulli,  Pyrros Chaidos,  Essam Ghadafi,   Jens  Groth,  and  Christophe  Petit  

DocID: 1xU3N - View Document