Pages that link to "Item:Q1015359"
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The following pages link to Learning a parallelepiped: Cryptanalysis of GGH and NTRU signatures (Q1015359):
Displaying 18 items.
- Generating shorter bases for hard random lattices (Q537918) (← links)
- Cryptanalysis of the GGH cryptosystem (Q626951) (← links)
- On statistical learning of simplices: unmixing problem revisited (Q820821) (← links)
- Loop-abort faults on lattice-based Fiat-Shamir and hash-and-sign signatures (Q1698622) (← links)
- Key recovery from Gram-Schmidt norm leakage in hash-and-sign signatures over NTRU lattices (Q2055645) (← links)
- A Ring-LWE-based digital signature inspired by Lindner-Peikert scheme (Q2168799) (← links)
- \textsc{Mitaka}: a simpler, parallelizable, maskable variant of \textsc{Falcon} (Q2170090) (← links)
- A signature scheme from the finite field isomorphism problem (Q2191202) (← links)
- Modular lattice signatures, revisited (Q2302153) (← links)
- Lattice-based revocable certificateless signature (Q2333434) (← links)
- A spectral algorithm for latent Dirichlet allocation (Q2345947) (← links)
- Eigenvectors of Orthogonally Decomposable Functions (Q4641586) (← links)
- Efficient Nyberg-Rueppel type of NTRU digital signature algorithm (Q5101024) (← links)
- Learning strikes again: the case of the DRS signature scheme (Q5915906) (← links)
- Learning strikes again: the case of the DRS signature scheme (Q5918281) (← links)
- Giophantus distinguishing attack is a low dimensional learning with errors problem (Q5919025) (← links)
- \textsc{Hawk}: module LIP makes lattice signatures fast, compact and simple (Q6133964) (← links)
- Theoretical and empirical analysis of FALCON and SOLMAE using their Python implementation (Q6547906) (← links)
