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Efficient Resource Constrained Cryptography

Objectif

"Traditionally, cryptographic protocols were run on servers or personal computers which have large and easily scalable computational resources. For these applications there exist a large variety of well-established cryptographic systems. Right now, we are in the midst of the shift toward ubiquitous computing on resource constrained devices (RCDs): small devices with severe constraints in terms of computing power, code size, and network capacities. RCDs are used virtually everywhere: smart phones, bank cards, electronic ID-cards, medical implants, cars, RFIDs as bar code replacement, etc. Due to their computational constraints, many current cryptographic security solutions are no longer applicable to RCDs. Existing solutions are often “ad-hoc” and do not come with a formal security treatment.

The central objective of the ERCC project is to initiate an overarching formal treatment of cryptographic solutions for RCDs, particularly focusing on efficiency. The main conceptual novelty is to follow the concept of provable security. We intend to design new cryptographic protocols that have a mathematical proof of security (assuming the hardness of some mathematical problem) and are still competitive with constructions currently used on RCDs. While we certainly cannot hope that all our new provably secure constructions will be superior to existing ad-hoc constructions, recent preliminary research
results give rise to optimism. Concretely, we will base our new protocols on hard problems in ideal and structures lattices and we will study weaker (yet still realistic) security models for RCDs allowing for efficient instantiations."

Appel à propositions

ERC-2013-CoG
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Régime de financement

ERC-CG - ERC Consolidator Grants

Institution d’accueil

RUHR-UNIVERSITAET BOCHUM
Contribution de l’UE
€ 1 611 440,00
Adresse
UNIVERSITAETSSTRASSE 150
44801 Bochum
Allemagne

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Région
Nordrhein-Westfalen Arnsberg Bochum, Kreisfreie Stadt
Type d’activité
Higher or Secondary Education Establishments
Contact administratif
Melanie Brüngel-Dittrich (Dr.)
Chercheur principal
Eike Kiltz (Prof.)
Liens
Coût total
Aucune donnée

Bénéficiaires (2)