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We present an additively homomorphic commitment scheme with hardness based on the Ring-SIS problem. Our construction is statistically hiding as well as computationally binding and allows to commit ...
The paper is about algorithms for the inhomogeneous short integer solution problem: Given (A, s) to find a short vector x such that Ax ≡ s (mod q). We consider algorithms for this problem due to Cam...
The Short Integer Solution (SIS) and Learning With Errors (LWE) problems are the foundations for countless applications in lattice-based cryptography, and are provably as hard as approximate lattice p...
In this paper, we present a new algorithm, such that, for the small integer solution (SIS) problem, if the solution is bounded ( by an integer in l1 norm, which we call a bounded SIS (BSIS) problem,...

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