IACR News
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08 May 2026
Md Saidul Islam, Syed Mohammed Shamsul Islam, Md Zakir Hossain, Mohiuddin Ahmed, Iqbal H. Sarker
Andrea Flamini, Karla Friedrichs, Jonathan Katz, Watson Ladd, Anja Lehmann, Marek Sefranek
Katz and Sefranek recently showed how to add issuer hiding to BBS-based anonymous credentials. However, their scheme requires per-verifier policy keys with corresponding secret keys needed for verification; this means proofs are no longer publicly verifiable, and may pose a barrier to practical deployment. As another drawback, security of their scheme relies on the generic group model (GGM).
In this work, we propose a template for constructing issuer-hiding, BBS-based anonymous credentials that does not require policy keys and whose security can be reduced to security of the BBS signature scheme (in particular, without relying on the GGM). At the core of our template is a technique to randomize BBS public keys and adapt signatures accordingly, which we show also has applications to tight multi-user security of BBS signatures. We design, implement, optimize, and experimentally compare various instantiations of our template that offer tradeoffs in proving time, verification time, and proof size. All instantiations offer good performance for policy sets of up to 64 issuers.
Ge Gao, Haining Yu, Yue Sun, Zhongyun Hua
Jasmin Zalonis, Frederik Armknecht, Linda Scheu-Hachtel
We investigate the use of multi-input functional encryption (MIFE) for achieving input and output privacy in one cryptographic mechanism. In an MIFE scheme, a setup authority can generate restricted decryption keys which enable to learn specific functions of encrypted messages, without revealing any additional information. To achieve differential privacy in this process, we introduce as a new cryptographic primitive: noisy multi-input functional encryption (NMIFE). It extends the concept of MIFE such that the decryption key may also encode a noisy function where the noise value is secret.
While the change from MIFE to NMIFE is rather straightforward, the challenge is to come up with precise and workable definitions of correctness and security that we propose and explain in this work. Here, the security definition is tailored to the use case of differential privacy. As it is a special case of the established notion of full-hiding security, we present a generic transformation that enables turning any full-hiding MIFE scheme into a secure NMIFE scheme that has practically the same performance as the initial MIFE scheme.
Moreover, we make use of the fact that the proposed security definition is less restrictive and present a new concrete NMIFE scheme for evaluating the inner product. It is dubbed DiffPIPE (short for DIFFerentially Private Inner Product Evaluation). DiffPIPE is not the result from the transformation and outperforms all from existing full-hiding MIFE schemes constructed NMIFE schemes. In experiments, we demonstrate its applicability for realizing privacy preserving counting queries on data sets.
Christian Knabenhans, Shannon Veitch, Mathilde Raynal, Theresa Stadler, Sylvain Chatel, Wouter Lueks, Carmela Troncoso
José Luis Delgado
06 May 2026
Koç University, İstanbul, Türkiye
https://research.ku.edu.tr/research-outreach/summer-research/kusrp/
For more information about joining our group and projects, visit
https://crypto.ku.edu.tr/
All applications must be completed online. Applications with missing documents will not be considered. Applications via e-mail will not be considered. Application Requirements:
- CV
- 2 Recommendation Letters
- Official transcripts from all the universities attended
- Statement of Purpose
Deadline is 16 May 2026.
Closing date for applications:
Contact: https://research.ku.edu.tr/research-outreach/summer-research/kusrp/
More information: https://research.ku.edu.tr/research-outreach/summer-research/kusrp/
Koç University, İstanbul, Türkiye
Your duties include performing research on cryptography, cyber security, and privacy in line with our research group's focus, assisting teaching, as well as collaborating with other graduate and undergraduate students. Computer Science, Mathematics, Cryptography, or related background is necessary.
All applications must be completed online. Applications with missing documents or exam scores will not be considered. Applications via e-mail will not be considered. Application Requirements:
- CV
- Recommendation Letters (2 for MSc, 3 for PhD)
- TOEFL score (for everyone whose native language is not English, Internet Based: Minimum Score 80)
- GRE score
- Official transcripts from all the universities attended
- Statement of Purpose
Deadline: 15 May 2026.
For more information about joining our group and projects, visit
https://crypto.ku.edu.tr/
Closing date for applications:
Contact: https://gsse.ku.edu.tr/en/application/
More information: https://gsse.ku.edu.tr/en/application/
IBM Research Zurich
Closing date for applications:
Contact: Please apply via our career webpage: https://www.zurich.ibm.com/careers/2026_013.html
More information: https://www.zurich.ibm.com/careers/2026_013.html
Fraunhofer Institute for Secure Information Technology SIT
Closing date for applications:
Contact: Prof. Dr. Adi Akavia
More information: https://jobs.fraunhofer.de/job/Darmstadt-Postdoctoral-Researcher-Cryptography-&-AI-%28Foundations-and-Applications%29-64295/1377969033/
Nokia Bell Labs (Belgium)
Your profile (at least 3 of these):
- You have experience with FHE (+ applications).
- You have experience with MPC (preferred).
- You have good knowledge of lattices, and you are interested in PQ protocols.
- Not afraid of programming, using your favourite AI.
Our offer (at least 3 of these):
- 3 to 4 months internship.
- Fully paid.
- Office side by side with the Antwerp Zoo, working next to the rhinos.
- Helicopter landing pad for your vehicle.
Closing date for applications:
Contact: Emad Heydari Beni ([email protected])
Aksu, Turchia, 11 October 2026
Submission deadline: 30 June 2026
Notification: 21 August 2026
Rome, Italy, 10 May -
Warangal, India, 26 November - 28 November 2026
Submission deadline: 15 July 2026
Notification: 20 September 2026
San Jose, USA, 2 November - 4 November 2026
Submission deadline: 26 July 2026
Notification: 15 September 2026
Trento, Italy, 1 September - 3 September 2026
05 May 2026
Nir Bitansky, Noam Mazor
We construct SK-PIR with online communication $\tilde{O}(\sqrt{N)}$, under the minimal assumption of one-way functions. More generally we can achieve client-to-server communication $\tilde{O}(N_c)$ and server-to-client communication $\tilde{O}(N_s)$ as long as $N_c \cdot N_s \geq N$.
Our construction is simple and is based on garbled circuits satisfying an uncorrelated input encoding property. We show that this property is satisfied by point and permute schemes from the literature.
Anubhav Baweja, Giacomo Fenzi, Pratyush Mishra, Tushar Mopuri
$\bullet{}$ We introduce a new family of linear-time encodable field-agnostic error-correcting codes called Encode-Repeat-Accumulate (ERA) codes. These codes achieve a strong trade-off between encoding time and relative distance, the two properties that largely determine the commitment time and proof size of the resulting hash-based SNARK. We also show that ERA codes are efficiently codeswitchable (Ron-Zewi and Rothblum [JACM 2024]), i.e., we can efficiently reduce the task of checking the proximity of a word to an ERA code to checking the proximity of a related word to an arbitrary code.
$\bullet{}$ We present an IOPP for (interleaved) ERA codes that leverages their fast encoding time, strong distance guarantees, and efficient codeswitchability to achieve concretely small query complexity (and hence small proof size in the resulting hash-based SNARK) while maintaining good prover efficiency.
Shuping Mao, Zhiyu Zhang, Peng Wang, Lei Hu, Luying Li, Ying Chen
Rishab Goyal, Saikumar Yadugiri
In this work, we present the first adaptively-secure FBE and IBBE schemes with all parameter sizes independent of the number of users, both under the same falsifiable lattice assumption (decomposed LWE) and in the same model (Random Oracle Model) as the prior state-of-the-art for slotted distributed BE. Our FBE additionally enjoys a transparent setup, in line with the trustless ethos motivating distributed and flexible BE. At the technical heart of our results, we extend the equivocal encryption framework of GY to capture unbounded and dynamic broadcast systems, and introduce Equivocal Matrix Commitments---a strengthening of matrix commitments that supports adaptive equivocation of the committed matrix. We expect this new abstraction to find broader applications in designing adaptively-secure trustless lattice-based encryption.