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Reproducible Codes and Cryptographic Applications
Edoardo Persichetti, Florida Atlantic University
Wednesday, August 14, 2019 1:00 PM PDT 99/1927 von Neumann
Abstract
In this talk I will present a work in progress on structured linear block codes. The investigation starts from well-known examples and generalizes them to a wide class of codes that we call reproducible codes. These codes have the property that they can be entirely generated from a small number of signature vectors, and consequently admit matrices that can be described in a very compact way. I will show some cryptographic applications of this class of codes and explain why the general framework introduced may pave the way for future developments of code-based cryptography.
Biography
Hoon Wei Lim
Edoardo Persichetti is currently Assistant Professor in the Department of Mathematical Sciences at Florida Atlantic University. Before moving to Florida, he was Postdoc (Adiunkt Naukowy) in the Cryptography and Data Security Group at Warsaw University in Poland. He completed his PhD in Mathematics in late 2012 at University of Auckland, New Zealand under the supervision of Steven Galbraith.
Nanyang Technological University
His research interests are public-key cryptography (post-quantum, provable security) and number theory (mainly coding theory), with a particular focus on code-based cryptography.
Dr. Persichetti is co-author of 4 submissions to NIST’s Post-Quantum Standardization, and participates actively in the community, serving regularly as peer-reviewer for many internationally-recognized conferences and journals.