Long Chen 0018

dblp:64/5725-18 · DBLP profile ↗
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14ranked-venue papers
7as first author
7since 2021 · last 2026
0000-0003-3183-158XORCID · conflict

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

Security and privacy · 13 · 7 first-author · 6 since 2021Theory of computation · 2 · 1 first-author · 1 since 2021
YearPublicationVenuePosition
2026 Authorized multi-key fully homomorphic encryption scheme with compact ciphertext
Tanping Zhou, Hongjian Yang, Long Chen 0018, Zhenfeng Zhang
Des. Codes Cryptogr.3
2026 Analysis of key reuse security for Aigis.KEM
Ke Wang 0043, Haodong Jiang, Zhenfeng Zhang, Long Chen 0018, Huiqin Xie
Theor. Comput. Sci.4
2025 Proofs of Retrievability With Public Verifiability From Lattices
abstract
Proof of Retrievability (POR) is an important cryptographic primitive that has attracted considerable attention in the research community for its ability to enable users to audit the integrity of outsourced files on cloud servers without retrieving them. A POR scheme with public verifiability further enhances usability by allowing users to delegate the auditing task to a third party, making it highly desirable for a wide range of applications. However, most existing publicly verifiable POR schemes derive their security from the computational hardness of discrete logarithm or factoring, making them vulnerable to quantum attacks. Although it is possible to construct quantum-resistant POR schemes with public verifiability upon hash trees or general lattices, the resulting schemes often exhibit performance limitations when compared to existing constructions, thereby limiting their deployment in real-world applications. In this work, we address this gap by constructing a publicly verifiable POR scheme on structured lattices. We show that our scheme is provably secure in the random oracle model under the Ring-LWE and Ring-SIS assumptions. We provide an implementation of our scheme and the experimental results show that its performance is comparable to certain well-known constructions based on traditional assumptions.
Miaomiao Tian 0001, Long Chen 0018, Hong Zhong 0001, Jie Chen 0021
IEEE Trans. Inf. Forensics Secur.3
2025 End-to-Same-End Encryption: Modularly Augmenting an App with an Efficient, Portable, and Blind Cloud Storage
abstract
The cloud has become pervasive, and we ask: how can we protect cloud data against the cloud itself? For secure user-to-user communication via a cloud server, End-to-End encryption has been formally studied, building on existing TLS channels without requiring new primitives. However, enabling user-to-same-user secure outsourced data storage–solving the analogous problem of “privacy from the server” while (1) relying on existing infrastructure and (2) supporting user mobility, remains open. Existing proposals, like password-protected secret sharing, target the same goal but are incompatible with existing cloud storage services. Specifically, they lack the simplicity needed to directly utilize existing cloud storage without requiring changes on the cloud side. Here, we propose a novel system for securely storing private data in existing cloud storage with the help of a key server (necessary, given the requirements). In our system, user data is secure against threats from the cloud server, the key server, and illegitimate users. Only the legitimate user can access the data on any device using a correct passphrase. Most importantly, our system does not require the storage server to support any newly programmable operations. Moreover, leveraging the existing App login, our system requires only one passphrase, which never leaves the user’s device and remains hidden from both servers. The security is proved under formal models, and its efficiency is demonstrated by experiments conducted on Amazon S3. Notably, a preliminary variant, based on our principles, was deployed by Snapchat in their My Eyes Only module, serving hundreds of millions of users!
Long Chen 0018, Ya-Nan Li 0007, Qiang Tang 0005, Moti Yung
ACM Trans. Priv. Secur.1
2023 Efficient Secure Storage with Version Control and Key Rotation
Long Chen 0018, Ya-Nan Li 0007, Qiang Tang 0005
ASIACRYPT (6)1
2023 Efficient Lattice-Based Threshold Signatures With Functional Interchangeability
abstract
A threshold signature scheme distributes the ability to generate signatures through distributed key generation and signing protocols. A threshold signature scheme should be functionally interchangeable, meaning that a signature produced by a threshold scheme should be verifiable by the same algorithm used for non-threshold signatures. To resist future attacks from quantum adversaries, lattice-based threshold signatures are desirable. However, the performance of existing lattice-based threshold signing protocols is still far from practical. This paper presents the first lattice-basedt-out-of-nthreshold signature scheme with functional interchangeability that has been implemented. To build ant-out-of-naccess structure for arbitraryt≤n, we first present a novelt-out-of-nversion of the SPDZ MPC protocol. For high concrete efficiency, we avoid using the MPC protocol to evaluate hash operations. Moreover, we design an efficient distributed rejection sampling protocol. As a consequence, the online phase of our distributed signing protocol takes only 0.5 seconds in the two-party setting and 7.3 seconds in the 12-party setting according to our implementation. As a byproduct, our scheme also presents a periodic key refreshment mechanism and offers proactive security.
Guofeng Tang, Long Chen 0018, Zhenfeng Zhang
IEEE Trans. Inf. Forensics Secur.3
2022 End-to-Same-End Encryption: Modularly Augmenting an App with an Efficient, Portable, and Blind Cloud Storage
Long Chen 0018, Ya-Nan Li 0007, Qiang Tang 0005, Moti Yung
USENIX Security Symposium1
2020 Multi-input Laconic Function Evaluation
Long Chen 0018, Xiong Fan, Qiang Tang 0005
ACISP2
2020 CCA Updatable Encryption Against Malicious Re-encryption Attacks
Long Chen 0018, Ya-Nan Li 0007, Qiang Tang 0005
ASIACRYPT (3)1
2020 Proof of Storage-Time: Efficiently Checking Continuous Data Availability
Giuseppe Ateniese, Long Chen 0018, Mohammad Etemad, Qiang Tang 0005
NDSS2
2018 On the Hardness of the Computational Ring-LWR Problem and Its Applications
Long Chen 0018, Zhenfeng Zhang, Zhenfei Zhang
ASIACRYPT (1)1
2018 IND-CCA-Secure Key Encapsulation Mechanism in the Quantum Random Oracle Model, Revisited
Haodong Jiang, Zhenfeng Zhang, Long Chen 0018, Hong Wang 0027, Zhi Ma 0001
CRYPTO (3)3
2017 Bootstrapping Fully Homomorphic Encryption with Ring Plaintexts Within Polynomial Noise
Long Chen 0018, Zhenfeng Zhang
ProvSec1
2017 Batched Multi-hop Multi-key FHE from Ring-LWE with Compact Ciphertext Extension
Long Chen 0018, Zhenfeng Zhang
TCC (2)1