Lattice Based Cryptography

Speaker: Chengdong Tao

Date：Every Tuesday  2021-09-13~12-31, 09:50-12:15

Venue：BIMSA Rm 1118 

Zoom ID： 361 038 6975，Password：BIMSA

Abstract：

Lattice-based cryptographic constructions hold a great promise for post-quantum cryptography, as they enjoy very strong security proofs based on worst-case hardness, relatively efficient implementations, as well as great simplicity. In addition, lattice-based cryptography is believed to be secure against quantum computers.

Prerequisite:

Linear Algebra

References:    

Post-Quantum Cryptography. Daniel J. Bernstein, Johannes Buchmann, Erik Dahmen

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