IACR News
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25 June 2013
Martin Gagné, Pascal Lafourcade, Yassine Lakhnech
Michael Backes, Sebastian Meiser, Dominique Schröder
Tal Malkin, Isamu Teranishi, Moti Yung
Yossi Gilad, Amir Herzberg
PnP-IPsec builds on Self-validated Public Data Distribution (SvPDD), a protocol that we present to establish secure connections between remote peers/networks, without depending on pre-distributed keys or certification infrastructure. Instead, SvPDD uses available anonymous communication infrastructures such as Tor, which we show to allow detection of MitM attacker interfering with communication. SvPDD may also be used in other scenarios lacking secure public key distribution, such as the initial connection to an SSH server.
We provide an open-source implementation of PnP-IPsec and SvPDD, and show that the resulting system is practical and secure.
Wang Shao-Hui, Xiao Fu, Chen Dan-wei, Wang Ru-chuan
Yuan Tian, Xueyong Zhu, Rongxin Sun
Mihir Bellare, Georg Fuchsbauer
Chunhua Jin, Chunxiang Xu, Xiaojun Zhang, Qianna Xie, Fagen Li
Ciaran Mullan, Boaz Tsaban
field with q elements.
Modulo a well supported number theoretic hypothesis, which holds in particular for all concrete
homomorphisms proposed thus far, we prove that
a random homomorphism is at least as secure as any concrete homomorphism.
For a family of homomorphisms containing several concrete proposals in the literature,
we prove that collisions of length O(log q) can be found in running time O(sqrt q).
For general homomorphisms we offer an algorithm that, heuristically and according to experiments,
in running time O(sqrt q) finds collisions of length O(log q) for q even, and length O(log^2 q/loglog q) for arbitrary q.
For any conceivable practical scenario, our algorithms are substantially faster than all earlier algorithms
and produce much shorter collisions.
Benjamin Fuller, Xianrui Meng, Leonid Reyzin
-Negative Result: Noise tolerance in fuzzy extractors is usually achieved using an information reconciliation component called a \"secure sketch.\" The security of this component, which directly affects the length of the resulting key, is subject to lower bounds from coding theory. We show that, even when defined computationally, secure sketches are still subject to lower bounds from coding theory. Specifically, we consider two computational relaxations of the information-theoretic security requirement of secure sketches, using conditional HILL entropy and unpredictability entropy. For both cases we show that computational secure sketches cannot outperform the best information-theoretic secure sketches in the case of high-entropy Hamming metric sources.
-Positive Result: We show that the negative result can be overcome by analyzing computational fuzzy extractors directly. Namely, we show how to build a computational fuzzy extractor whose output key length equals the entropy of the source (this is impossible in the information-theoretic setting). Our construction is based on the hardness of the Learning with Errors (LWE) problem, and is secure when the noisy source is uniform or symbol-fixing (that is, each dimension is either uniform or fixed). As part of the security proof, we show a result of independent interest, namely that the decision version of LWE is secure even when a small number of dimensions has no error.
Yongjuan Wang, Liren Ding, Wenbao Han, Xiangyu Wang
Nils Fleischhacker, Tibor Jager, Dominique Schröder
In this paper we introduce a new meta-reduction technique, which allows to prove lower bounds for the large and very natural class of generic reductions. A generic reduction is independent of a particular representation of group elements. Most reductions in state-of-the-art security proofs have this desirable property. This new approach allows to show unconditionally that there is no tight generic reduction from any natural computational problem \\Pi defined over algebraic groups (including even interactive problems) to breaking Schnorr signatures, unless solving \\Pi is easy.
Technische Universiteit Eindhoven
- A PhD degree in Mathematics or Computer Science;
- Research experience in coding theory or coding theory;
- Outstanding research achievements and promise for the future;
- Excellent track record of international publications in leading journals and high-ranked conferences;
- High potential for the acquisition of external research funds;
- Readiness to supervise PhD projects;
- Teaching experience and good teaching skills;
- Good English speaking and writing skills, and a willingness to learn Dutch (all Master\\\'s and some Bachelor courses are given in English);
- Basic Teaching Qualification (BKO): if the candidate in question is not in possession of a BKO certificate, he or she is required to meet this requirement within a maximum period of three years.
The Department of Mathematics and Computer Science of the Eindhoven University of Technology (TU/e) has a vacancy for a Tenure Track Assistant Professor position for five years in the Coding and Crypto group (section Discrete Mathematics, DM).
The tenure-track nature of the position will be as follows. The successful candidate will first be appointed for a fixed period of five years. Before the start of the contract, the department and the candidate negotiate a list of conditions for successful conversion. If the candidate meets these conditions at the end of the five years, the position becomes permanent; if not, the temporary position is not continued.
Berlin, Germany, November 4
Notification: 23 August 2013
From November 4 to November 4
Location: Berlin, Germany
More Information: http://forsyte.at/petshop-2013/
London, UK, December 9 - December 11
Notification: 11 October 2013
From December 9 to December 11
Location: London, UK
More Information: http://www.icitst.org/Workshops.html
24 June 2013
Gyeongju, Korea, March 24 - March 28
Notification: 15 November 2013
From March 24 to March 28
Location: Gyeongju, Korea
More Information: http://www.dmi.unict.it/~giamp/sac/cfp2014.php