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Relating Different Polynomial-LWE Problems
2019In this paper we focus on Polynomial Learning with Errors (PLWE). This problem is parametrized by a polynomial and we are interested in relating the hardness of the \(\text {PLWE}^f\) and \(\text {PLWE}^h\) problems for different polynomials f and h.
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Solving the search-LWE problem over projected lattices
Discrete Applied Mathematics, 2022Katsuki Fujisawa, Masaya Yasuda
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Parallelizable Delegation from LWE
2022Cody Freitag, Rafael Pass, Naomi Sirkin
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A public key encryption scheme based on a new variant of LWE with small cipher size
Journal of Systems Architecture, 2021Fagen Li, Ziqing Wang, Haomiao Yang
exaly
Ciphertext-Only Attacks Against Compact-LWE Submitted to NIST PQC Project
Journal of Systems Science and Complexity, 2021Yanbin Pan
exaly
A CP-ABE Scheme Based on Lattice LWE and Its Security Analysis
Applied Sciences (Switzerland), 2023Qingnan Wang, Huiyan Chen
exaly
How to Construct Polar Codes for Ring-LWE-Based Public Key Encryption
Entropy, 2021Jiabo Wang, Cong Ling
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CHIMERA: Combining Ring-LWE-based Fully Homomorphic Encryption Schemes
Journal of Mathematical Cryptology, 2020Christina Boura, Mariya Georgieva
exaly
Module-LWE versus Ring-LWE, Revisited.
IACR Cryptol. ePrint Arch., 2019Yang Wang 0050, Mingqiang Wang
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