Pages that link to "Item:Q6133964"
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The following pages link to \textsc{Hawk}: module LIP makes lattice signatures fast, compact and simple (Q6133964):
Displaying 10 items.
- Just how hard are rotations of \(\mathbb{Z}^n\)? Algorithms and cryptography with the simplest lattice (Q6083665) (← links)
- \textsc{Hawk}: module LIP makes lattice signatures fast, compact and simple (Q6133964) (← links)
- Fast Fourier Orthogonalization over NTRU Lattices (Q6487353) (← links)
- Provable lattice reduction of $$\mathbb {Z}^n$$ with blocksize n/2 (Q6489782) (← links)
- Monomial isomorphism for tensors and applications to code equivalence problems (Q6564091) (← links)
- On Gaussian sampling, smoothing parameter and application to signatures (Q6595917) (← links)
- Exploiting the symmetry of \(\mathbb{Z}^n\): randomization and the automorphism problem (Q6604873) (← links)
- Algorithms for matrix code and alternating trilinear form equivalences via new isomorphism invariants (Q6637328) (← links)
- Cryptanalysis of rank-2 module-LIP in totally real number fields (Q6637723) (← links)
- FuLeakage: breaking FuLeeca by learning attacks (Q6652988) (← links)
