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16 August 2018
Flensburg University
* pairing-based
* lattice-based
* black-box (im)possibility results
and applications to Internet of Things and Blockchain. Research is conducted within the EU H2020 Functional Encryption Technology (FENTEC) project in conjunction with the academic partners Edinburg University, ENS Paris, Flensburg University, Helsinki University, KU Leuven and the industrial partners ATOS, Kudelski Group (former Nagravision), WALLIX and XLAB.
The position includes
* competitive salary
* travel budget (conference, project meetings, research visits)
* team of 1-2 PhDs
* academic freedom to create own research profile
* (optional) teaching opportunity
Please send your CV to The Chancelor, Mrs. Sabine Christiansen at personal.bewerbungen(at)hs-flensburg.de.
Closing date for applications: 1 September 2018
Contact: Prof. Dr. Sebastian Gajek, Head of the IT-Security and Cryptography group (ITSC), Web: https://www.itsc.inf.hs-flensburg.de, Email: sebastian.gajek(at)hs-flensburg.de
More information: https://hs-flensburg.de/node/3893
Simula UiB
About us: Simula UiB is a research organization located in Bergen, Norway. We currently employ 17 people researching cryptography and information theory and supervising master and Ph.D. students. Due to increased base funding from the Norwegian government, we are now looking to expand our activity and hire two senior researchers in permanent positions.
What we want: We are looking for someone who is an active researcher in cryptography, with an excellent publication record. The successful candidate is expected to attract and supervise students. We envision the ideal candidate to be someone who has 10–15 years of experience since obtaining his/her Ph.D. degree. Candidates with less experience should also apply.
What we offer:
Competitive salary and a fast hiring process.
Two Ph.D. positions and one postdoc position are associated with each researcher.
Funding for travel and hosting visitors.
A good working environment in modern offices located centrally in Bergen.
Closing date for applications:
Contact: Website: www.simula-uib.com
If you want to learn more about this opportunity please email Kjell Jørgen Hole (CEO) at hole (at) simula.no, Håvard Raddum (leader of the crypto section) at haavardr (at) simula.no or Øyvind Ytrehus (chief scientist) at oyvindy (at) simula.no.
University of South Florida
The required expertise includes:
- Master’s in Computer Engineering or Electrical Engineering
- Solid background in digital design, VLSI, computer arithmetic, and ASIC/FPGA implementations
- Solid HDL expertise
- Outstanding English (if English tests are taken) to be eligible for department funding
- Motivation to work beyond the expectations from an average Ph.D. student and publish in top tier venues
Please closely observe the admission requirement details before emailing,
We are looking for motivated, talented, and hardworking applicants who have background and are interested in working on different aspects of Cryptographic Engineering with emphasis on:
- Cryptographic hardware systems
- Side-channel attacks, particularly fault and power analysis attacks
Please send me your updated CV (including list of publications, language test marks, and references), transcripts for B.Sc. (and/or M.Sc.), and a statement of interest to mehran2 (at) usf.edu as soon as possible.
NOTE: At this time, I consider only the applicants who have already taken TOEFL/IELTS and GRE exams with excellent marks. The successful candidate will be asked to apply formally very soon to the department, so all the material has to be ready.
Mehran Mozaffari Kermani
Closing date for applications: 30 November 2018
More information: http://www.csee.usf.edu/~mehran2/
15 August 2018
Leon J. Helsloot, Gamze Tillem, Zekeriya Erkin
Aurélien Dupin, David Pointcheval, Christophe Bidan
Hiroaki Anada, Seiko Arita
Alexander May, Gottfried Herold
Stefan Dziembowski, Lisa Eckey, Sebastian Faust
Mahdi Sajadieh, Mohammad Vaziri
Sanjit Chatterjee, R. Kabaleeshwaran
Tobias Pulls, Rasmus Dahlberg
Marina Blanton, Myoungin Jeong
Lijing Zhou, Licheng Wang, Yiru Sun, Tianyi Ai
George Teseleanu
13 August 2018
Darmstadt, Germany, 2 April - 4 April 2019
Submission deadline: 1 December 2018
Notification: 25 January 2019
09 August 2018
Stanislaw Jarecki, Hugo Krawczyk, Jason Resch
We apply these schemes to build Oblivious Key Management Systems (KMS) as a much more secure alternative to traditional wrapping-based KMS. The new system hides keys and object identifiers from the KMS, offers unconditional security for key transport, enables forward security, provides key verifiability, reduces storage, and more. Further, we show how to provide all these features in a distributed threshold implementation that additionally protects the service against server compromise. Finally, we extend the scheme to a threshold Oblivious KMS with updatable encryption so that upon the periodic change of OPRF keys by the server, an efficient update procedure allows a client of the KMS service to non-interactively update all its encrypted data to be decryptable only by the new key. Our techniques improve on the efficiency and security of several recent works on updatable encryption from Crypto and Eurocrypt. We report on an implementation of the above schemes and their performance, showing their practicality and readiness for use in real-world systems. In particular, our pOPRF constructions achieve speeds of over an order of magnitude relative to previous pOPRF schemes.
Avradip Mandal, John C. Mitchell, Hart Montgomery, Arnab Roy
Itai Dinur, Nathan Keller, Ohad Klein
Let $g$ be a generator of a multiplicative group $\mathbb{G}$. Given a random group element $g^{x}$ and an unknown integer $b \in [-M,M]$ for a small $M$, two parties $A$ and $B$ (that cannot communicate) successfully solve DDL if $A(g^{x}) - B(g^{x+b}) = b$. Otherwise, the parties err. In the DDL protocol of Boyle et al., $A$ and $B$ run in time $T$ and have error probability that is roughly linear in $M/T$. Since it has a significant impact on the HSS scheme's performance, a major open problem raised by Boyle et al. was to reduce the error probability as a function of $T$.
In this paper we devise a new DDL protocol that substantially reduces the error probability to $O(M \cdot T^{-2})$. Our new protocol improves the asymptotic evaluation time complexity of the HSS scheme by Boyle et al. on branching programs of size $S$ from $O(S^2)$ to $O(S^{3/2})$. We further show that our protocol is optimal up to a constant factor for all relevant cryptographic group families, unless one can solve the discrete logarithm problem in a \emph{short} interval of length $R$ in time $o(\sqrt{R})$.
Our DDL protocol is based on a new type of random walk that is composed of several iterations in which the expected step length gradually increases. We believe that this random walk is of independent interest and will find additional applications.