Category: Seminars and Conferences
State: Archived
1 luglio 2020

SEMINARIO: LOSSY CSI-FISH, A PRACTICAL AND PROVABLE SECURE ISOGENY-BASED SIGNATURE - FEDERICO PINTORE

Mercoledì 1 luglio 2020 - ore 16:00 su piattaforma free online Zoom

Seminario di De Cifris Augustae Taurinorum, in collaborazione con il Dipartimento di Scienze Matematiche "G.L. Lagrange" del Politecnico di Torino, il Dipartimento di Matematica "G. Peano" dell'Università degli Studi di Torino, Quadrans Foundation e Telsy SPA.

"Lossy CSI-FiSh: a practical and provable secure isogeny-based signature"
Federico Pintore - University of Oxford
Mercoledì 1 Luglio 2020 - ore 16:00

Sarà possibile seguire live il seminario mediante Zoom, attraverso il seguente link: Lossy CSI-FiSh: a practical and provable secure isogeny-based signature

Il client di Zoom esiste su ogni piattaforma e può essere scaricato gratuitamente al link: https://zoom.us/download

In caso aveste dei problemi a seguire il seminario in diretta, vi ricordiamo che tutti i seminari sono visionabili a posteriori sul canale YouTube CrypTO.

Abstract: In the last decades, elliptic curves have a been a precious ally for cryptographers in the construction of secure public-key cryptosystems. However, with the possibility of obtaining quantum computers that could implement Shor’s quantum algorithm becoming more concrete in recent years, this happy marriage seemed to have come to an end.
Elliptic curves have been recently brought to the attention of cryptographers once again, this time to construct schemes supposed to be secure even against quantum adversaries. These schemes use isogenies (special maps) between elliptic curves, which turned out to be rather elusive for the construction of signature schemes. As a consequence, the first practical isogeny-based digital signature scheme, CSI-FiSh, was proposed only last year. In this talk I will present Lossy CSI-FiSh, a variant of CSI-FiSh with a stronger security proof and almost the same efficiency as CSI-FiSh. This new scheme was designed together with the Oxford Mathematics colleague Ali El Kaafarani and Dr. Shuichi Katsumata (AIST, JP).