Luca De Feo

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Person:420744

Available identifiers

zbMath Open de-feo.lucaMaRDI QIDQ420744

List of research outcomes

PublicationDate of PublicationType
Supersingular curves you can trust2023-12-08Paper
New algorithms for the Deuring correspondence. Towards practical and secure SQISign signatures2023-12-08Paper
SCALLOP: scaling the CSI-FiSh2023-11-24Paper
Proving knowledge of isogenies: a survey2023-11-07Paper
SIDH proof of knowledge2023-08-16Paper
Séta: Supersingular Encryption from Torsion Attacks2023-05-26Paper
SQISign: compact post-quantum signatures from quaternions and isogenies2023-03-21Paper
Cryptographic group actions and applications2023-03-21Paper
Computing isomorphisms and embeddings of finite fields2023-03-03Paper
Isogeny-based cryptography in Julia/Nemo2023-03-03Paper
On the Security of OSIDH2022-07-08Paper
Resistance of isogeny-based cryptographic implementations to a fault attack2022-06-17Paper
Delay encryption2021-12-08Paper
Standard Lattices of Compatibly Embedded Finite Fields2020-09-10Paper
Verifiable delay functions from supersingular isogenies and pairings2020-05-20Paper
SeaSign: compact isogeny signatures from class group actions2020-02-04Paper
Lattices of compatibly embedded finite fields in nemo/flint2019-03-29Paper
Knowledge-Based Interoperability for Mathematical Software Systems2019-03-14Paper
Computing isomorphisms and embeddings of finite fields2019-01-31Paper
Mathematics of Isogeny Based Cryptography2017-11-10Paper
Deterministic root finding in finite fields2017-06-22Paper
Explicit isogenies in quadratic time in any characteristic2017-04-04Paper
Fast algorithms for l -adic towers over finite fields2017-02-10Paper
Fast arithmetic for the algebraic closure of finite fields2015-11-11Paper
transalpyne2015-02-26Paper
transalpyne2015-02-20Paper
Towards quantum-resistant cryptosystems from supersingular elliptic curve isogenies2014-09-17Paper
Fast arithmetics in Artin-Schreier towers over finite fields2012-05-23Paper
Fast arithmetics in artin-schreier towers over finite fields2012-05-13Paper
Towards Quantum-Resistant Cryptosystems from Supersingular Elliptic Curve Isogenies2011-11-25Paper
Fast algorithms for computing isogenies between ordinary elliptic curves in small characteristic2011-04-08Paper

Research outcomes over time


Doctoral students

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