Erik Pohle

dblp:331/4911 · DBLP profile ↗
← Back
6ranked-venue papers
1as first author
6since 2021 · last 2025
0000-0001-8871-8532ORCID · verified

Domains — the database's venue-derived domains; a paper can count in several

Security and privacy · 6 · 1 first-author · 6 since 2021
YearPublicationVenuePosition
2025 Row Reduction Techniques for n-Party Garbling
Kelong Cong, Emmanuela Orsini, Erik Pohle, Oliver Zajonc
CRYPTO (4)3
2025 MAESTRO: Multi-Party AES Using Lookup Tables
Hiraku Morita, Erik Pohle, Kunihiko Sadakane, Peter Scholl, Kazunari Tozawa, Daniel Tschudi
USENIX Security Symposium2
2024 MaSTer: Maliciously Secure Truncation for Replicated Secret Sharing Without Pre-processing
Martin Zbudila, Erik Pohle, Aysajan Abidin, Bart Preneel
CANS (1)2
2024 Fast Evaluation of S-Boxes With Garbled Circuits
abstract
Garbling schemes are vital primitives for privacy-preserving protocols and secure two-party computation. This paper presents a projective garbling scheme that assigns$2^{n}$values to wires in a circuit comprising XOR and unary projection gates. A generalization of FreeXOR allows the XOR of wires with$2^{n}$values to be very efficient. We then analyze the performance of our scheme by evaluating substitution-permutation ciphers. Using our proposal, we measure high-speed evaluation of the ciphers with a moderately increased cost in garbling and bandwidth. Theoretical analysis suggests that for evaluating the nine examined ciphers, one can expect a 4- to 70-fold improvement in evaluation performance with, at most, a 4-fold increase in garbling cost and, at most, an 8-fold increase in communication cost compared to the Half-Gates (Zahur, Rosulek and Evans; Eurocrypt’15) and ThreeHalves (Rosulek and Roy; Crypto’21) garbling schemes. In an offline/online setting, such as secure function evaluation as a service, the circuit garbling and communication to the evaluator can proceed in the offline phase. Thus, our scheme offers a fast online phase. Furthermore, we present efficient Boolean circuits for the S-boxes of TWINE and Midori64 ciphers. To our knowledge, our formulas give the smallest number of AND gates for the S-boxes of these two ciphers.
Erik Pohle, Aysajan Abidin, Bart Preneel
IEEE Trans. Inf. Forensics Secur.1
2023 Let's Go Eevee! A Friendly and Suitable Family of AEAD Modes for IoT-to-Cloud Secure Computation
abstract
IoT devices collect privacy-sensitive data, e.g., in smart grids or in medical devices, and send this data to cloud servers for further processing. In order to ensure confidentiality as well as authenticity of the sensor data in the untrusted cloud environment, we consider a transciphering scenario between embedded IoT devices and multiple cloud servers that perform secure multi-party computation (MPC). Concretely, the IoT devices encrypt their data with a lightweight symmetric cipher and send the ciphertext to the cloud servers. To obtain the secret shares of the cleartext message for further processing, the cloud servers engage in an MPC protocol to decrypt the ciphertext in a distributed manner. This way, the plaintext is never exposed to the individual servers.
Amit Singh Bhati, Erik Pohle, Aysajan Abidin, Elena Andreeva 0001, Bart Preneel
CCS2
2023 Arithmetic Circuit Implementations of S-boxes for SKINNY and PHOTON in MPC
Aysajan Abidin, Erik Pohle, Bart Preneel
ESORICS (1)2