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22 November 2024
Sofiane Azogagh, Marc-Olivier Killijian, Félix Larose-Gervais
Samyuktha M, Pallavi Borkar, Chester Rebeiro
Md Habibur Rahman
Lars Ran, Monika Trimoska
Tolun Tosun, Selim Kırbıyık, Emre Koçer, Erkay Savaş, Ersin Alaybeyoğlu
Emre Koçer, Selim KIrbıyık, Tolun Tosun, Ersin Alaybeyoğlu, Erkay Savaş
Shiyao Chen, Xiaoyang Dong, Jian Guo, Tianyu Zhang
Peter Grochal, Martin Stanek
Cas Cremers, Niklas Medinger, Aurora Naska
Here we show and formally prove that communication systems that need to be resilient against certain types of state loss (which can occur in practice) fundamentally cannot achieve full PCS for end-users. Whereas previous work showed that the Signal messenger did not achieve this with its current session-management layer, we isolate the exact conditions that cause this failure, and why this cannot be simply solved in communication systems by implementing a different session-management layer or an entirely different protocol. Moreover, we clarify the trade-off of the maximum number of sessions between two users (40 in Signal) in terms of failure-resilience versus security.
Our results have direct consequences for the design of future secure communication systems, and could motivate either the simplification of redundant mechanisms, or the improvement of session-management designs to provide better security trade-offs with respect to state loss/failure tolerance.
Fatemeh Ghasemi, Swastik Kopparty, Madhu Sudan
Our improved PIRs are based on two ingredients:
• We develop a new and direct approach to combine derivatives with Matching Vector based PIRs. This approach is much simpler than that of Dvir-Gopi: it works over the same field as the original PIRs, and only uses elementary properties of polynomials and derivatives.
• A key subproblem that arises in the above approach is a higher-order polynomial interpolation problem. We show how “sparse S-decoding polynomials”, a powerful tool from the original constructions of Matching Vector PIRs, can be used to solve this higher-order polynomial interpolation problem using surprisingly few higer-order evaluations.
Using the known sparse S-decoding polynomials in combination with our ideas leads to our improved PIRs. Notably, we get a 3-server PIR scheme with communication $2^{O^\sim( (\log n)^{1/3}) }$, improving upon the previously best known communication of $2^{O^\sim( \sqrt{\log n})}$ due to Efremenko.
Yaakov Sokolik, Mohammad Nassar, Ori Rottenstriech
Gustavo Banegas, Ricardo Villanueva-Polanco
Julie Godard, Nicolas Aragon, Philippe Gaborit, Antoine Loiseau, Julien Maillard
Jungho Moon, Dongwoo Yoo, Xiaoqian Jiang, Miran Kim
Gérald Doussot
Intak Hwang, Hyeonbum Lee, Jinyeong Seo, Yongsoo Song
In this work, we design practical proof systems for MGHE to guarantee the well-formedness of public keys and ciphertexts. Specifically, we develop and optimize a polynomial interactive oracle proof (PIOP) for MGHE, which can be compiled into zk-SNARKs using a polynomial commitment scheme (PCS).
We compile our PIOP using a lattice-based PCS, and our implementation achieves a 5.5x reduction in proof size, a 70x speed-up in proof generation, and a 343x improvement in verification time compared to the previous state-of-the-art construction, PELTA (ACM CCS 2023). Additionally, our PIOPs are modular, enabling the use of alternative PCSs to optimize other aspects, such as further reducing proof sizes.
20 November 2024
Medellín, Colombia, 1 October - 3 October 2025
Submission deadline: 18 April 2025
Notification: 4 July 2025
School of Computing and Information Technology, University of Wollongong; Wollongong, Australia
Closing date for applications:
Contact: Rupeng Yang (rupengy@uow.edu.au); Zuoxia Yu (zyu@uow.edu.au).
The University of Manchester, Department of Computer Science
About You: We seek an outstanding researcher specializing in areas such as post-quantum cryptography, quantum cryptography, cryptographic protocols, zero-knowledge proofs, or any other emerging fields in theoretical or applied cryptography. Applicants should have a strong publication record in venues like Crypto, Eurocrypt, TCC, STOC, FOCS, ACM CCS, or IEEE S&P, along with the ability to secure research funding and deliver impactful teaching.
Your Role: Conduct world-class research and publish in leading venues. Secure competitive research funding and mentor PhD students. Design and deliver innovative teaching in cryptography and computer science.
Why Manchester?
Permanent Positions: In the UK, these roles are tenured from the start, subject to probation.
Vibrant Environment: Be part of a diverse and collaborative research community with access to state-of-the-art resources.
Why Apply? This is a unique opportunity to advance your career at a globally respected institution in a thriving, inclusive academic environment. Manchester is a dynamic city offering rich opportunities for professional and personal growth.
Closing date for applications:
Contact: For informal enquiries contact Bernardo Magri (bernardo dot magri at manchester dot ac dot uk)
More information: https://www.jobs.manchester.ac.uk/Job/JobDetail?JobId=30869
Stevens Institute of Technology
Responsibilities: Candidates are expected to demonstrate a commitment to teaching and mentorship at both the undergraduate and graduate levels, including working with students from underrepresented groups. Successful candidates will have the potential to develop an externally funded research program, supervise graduate students in research, and contribute to the highly interdisciplinary, collaborative, diverse, innovative, and entrepreneurial culture at Stevens.
Required Education and Experience: Applicants should have earned a Ph.D. in computer science or a related discipline. Candidates applying at the rank of Associate or Full should have a track record of success in scholarship, funded research, teaching, mentoring, and contributing to diversity, equity, and inclusion.
Closing date for applications:
Contact: Samantha Kleinberg (skleinbe@stevens.edu)
More information: https://academicjobsonline.org/ajo/jobs/29135